tag:blogger.com,1999:blog-69400473840387295752024-02-19T05:51:27.035-07:00Science Is As Science DoesJane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.comBlogger20125tag:blogger.com,1999:blog-6940047384038729575.post-55704456943036265652018-03-22T16:29:00.002-06:002018-03-22T16:33:26.137-06:00Theory vs. Practice - How I See the Field ExperienceI've said it before, and I will keep saying it. It starts and ends with the mentor teacher.<br />
<br />
Unless excellent mentor teachers are selected for observation, student teachers will not have the opportunity to grow into master teachers.<br />
<br />
The University of Alberta's Faculty of Education explains that "The field experience is designed to give student teachers their first opportunity to merge theory with practice in a school setting."<br />
<br />
Here's how I see the Field Experience.<br />
<br />
<b>Experience 1.</b><br />
<br />
I believe the "field experience" should happen at the university first where student teachers observe a <b>visiting master teacher</b>, currently employed with a school district, teach the student teachers a lesson that would be delivered to a high school class. The process of this experience would be as follows:<br />
<br />
1. Student teachers watch and participate as a master teacher delivers a senior high lesson in a university classroom.<br />
2. Student teachers engage in the process as a high school student would.<br />
3. Student teachers observe the teaching strategies and processes ( the "theory") as it unfolds in practice.<br />
4. The master teacher stops the lesson periodically to debrief what strategy and process was used and why.<br />
<br />
<b>Experience 2 and 3.</b><br />
<br />
Student teachers, in pairs, are assigned to excellent mentor teachers that have been recommended by principals. Mentor teachers should engage in a rigorous interview process to determine if they meet the requirements. During this experience student teachers should have the opportunity to:<br />
1. Observe excellent mentor teachers<br />
2. Co-teach with the mentor teacher<br />
3. Co-teach with each other<br />
<br />
So here's the ENORMOUS CONUNDRUM<br />
<br />
Where do you find EXCELLENT MENTOR TEACHERS?<br />
<br />
PowerPoint has killed the secondary teacher. Try to find a teacher at the high school level that engages students on a daily basis and thoughtfully uses the "theory" that is to be merged with "practice" in a school setting. Hmmmm.......<br />
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<br />Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-75894214196371122572018-03-01T13:40:00.000-07:002018-03-01T13:42:27.129-07:00Results in the way of Engagement!Results are important. Absolutely.<br />
<br />
The school district I work for has spent a lot of time and money ensuring that we assess students fairly, provide students with a clear target, and assess only those outcomes found in the provincial program of studies. Makes total sense.<br />
<br />
At my school particularly, many science teachers love looking at results, tweaking common exams, experimenting with new marks programs and test creation software. Its become a bit of an epidemic of all new learning and professional development geared around testing.<br />
<br />
Sigh. How about student engagement and learning?<br />
<br />
I, personally, would love to see more professional learning around creative methods of teaching and learning. So, what's holding teachers back?<br />
<br />
Is it the level of confidence teachers have around creating engaging activities for the students?<br />
<br />
Is it the feeling that they won't "finish teaching the material" if they move outside of their comfort zone and allow the students some responsibility to learn?<br />
<br />
My Chemistry 20 students were reviewing for the Gases Unit Exam and instead of working through endless problems, I asked students to create a presentation on one of many review topics. It had to be less than two minutes, creative, engaging and fun to watch (there was specific criteria). Here is one of the amazing presentations, this one was reviewing "properties of gases". Certainly, students will remember the types of motion gases have and the Combined Gas Law after this two minute video - way better than if it was a PowerPoint presentation.<br />
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<br />Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-61299369286855741262017-03-16T16:53:00.003-06:002017-03-16T16:53:30.644-06:00Inspiring Student Teachers: It Starts with the MentorsDear Minister of Education and Dean of Education,<div>
<br /><div class="MsoNormal">
I’m writing this letter in an effort to affect change and
hopefully have some kind of impact on the profession of teaching secondary
science in Alberta. I have been fortunate to teach in Alberta for twenty five
years and every year is rewarding. The
students I teach are fantastic human beings; more considerate with their
surroundings, more caring towards their peers, more committed to diversity and
inclusion. These young people are driven
to become the best our planet has ever produced and will no doubt leave a
legacy we can all be proud of.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
However, these students are being taught and challenged in
an educational system that doesn’t often promote the type of thinking necessary
to reach the goals they have ahead of them. Our system seems to intentionally
or unintentionally promote the stand and deliver mode of teaching. As we all
know, good educators are constructivists and actively include students to
develop understanding through conversation, experimentation, modeling, peer
teaching, etc. However, no matter how we
promote this philosophy through curricular change and university classes in pedagogy,
new teachers are entering this profession with limited skills or lack of
appropriate mentorship.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
As science consultant for Edmonton Public Schools, I had the
rare opportunity to visit many secondary science classrooms. At first I was excited to watch the
innovative teaching practice in science classrooms. But I was disillusioned to
find that the majority of classrooms were very quiet, students were taking
notes, watching a PowerPoint presentation, with little obvious engagement. As I
headed back to the classroom after four years as a consultant, I was eager to
start with student teachers. My first
student teacher in five years provided me with a cover letter embracing the
concept of constructivism. Imagine my
excitement. Unfortunately, this student
teacher clearly did not understand its nature or importance. Upon
clarification, this student decided that true constructivism was too difficult
and had no background information to draw from to create lessons. I was able to model constructivism and gave
the student teacher opportunities to demonstrate understanding and appreciate
the impact it has on students.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
My question for the University of Alberta and the Province
of Alberta is how can we provide
students the best and most effective learning environment where students
collaborate, question, examine, experiment and challenge current thoughts and
theories if the most prevalent teaching method is to stand and deliver with a
focus on achievement and high stakes exams? I understand the Alberta Government
is re-inventing the curricula for all subjects, however, no matter what changes
appear on paper, the pedagogy stops with the mentor teacher. <b><i>How
can the University of Alberta’s Faculty of Education and the Government of
Alberta work together to create a system to develop mentor teachers capable of producing
student teachers that can inspire science creativity and wonder in future
Albertans?</i></b><o:p></o:p></div>
<div class="MsoNormal">
<b><i><br /></i></b></div>
<br />
<div class="MsoClosing">
Thank you for reading my letter. I would be happy to help with the process.<o:p></o:p></div>
</div>
Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-23210850346318488042015-11-24T14:46:00.001-07:002015-11-24T15:20:18.412-07:00Increasing Student Achievement: Anyplace, Anytime, Anywhere...<br />
<br />
Technology in the hands of students - ubiquitous. Students would rather catch on fire than lose their phones. It is awesome to leverage that technology in an effort to increase student achievement.<br />
<br />
There are so many reasons students don't achieve their potential. And with class size pushing 40 in Edmonton high schools, it becomes exhausting and near impossible to connect fully with each student in your class.<br />
<br />
Some high schools in Edmonton Public Schools are piloting "High School Redesign" where credits are not tied to the Carnegie unit and there is flexibility in teaching minutes. This has allowed schools to incorporate built in "tutorial" time during the day. This is a fantastic opportunity for motivated students to benefit from one on one time with their teachers. However, for at risk students, or students who are not so motivated, there still needs to be opportunity.<br />
<br />
Learning doesn't only have to happen in the classroom. Students miss class for a variety of reasons and having only the textbook as a resource can be intimidating for students. Students are told, "if you are away you are responsible for the work missed". That statement bothers me on so many levels.<br />
<br />
Really? A teenager is responsible? Sometimes, yes. But, most of the time, not really.<br />
<br />
To increase student achievement, we need to provide meaningful support for students. If students love their phones, then put the lessons on the phones.<br />
<br />
I have created three YouTube playlists; one for each class I teach. It takes me less than fifteen minutes to screencast the lesson and upload it to YouTube. Time well spent - it will save me time when I can't connect with the student face to face, and save students time as they can learn anyplace, anytime or anywhere.<br />
<br />
My YouTube channels (still being developed) are for the Alberta Program of studies:<br />
Science 10: <a href="https://goo.gl/pYE049">https://goo.gl/pYE049</a><br />
Chemistry 20: <a href="https://goo.gl/2waUar">https://goo.gl/2waUar</a><br />
Chemistry 30: <a href="https://goo.gl/N63rLn">https://goo.gl/N63rLn</a><br />
<br />
<br />
<br />
<br />Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-70253807514884986672015-04-20T13:55:00.001-06:002015-05-31T21:50:01.078-06:00The Power of VodcastsSo far the blended model of the flipped classroom seems the best. <br />
<br />
I create vodcasts of each lesson and then have the flexibility to use them as a stand alone lesson or a tool to manage absences, lates or otherwise. The vodcasts are simple, easy to make and periodically have some errors in them for the students to pick up on. I only do one take as my workload this year is particularly large. Furthermore, in Alberta, our class sizes have reached ridiculous sizes and are averaging close to 40 students.<br />
<br />
Last week was our parent teacher interviews. I spoke to many parents who have watched the vodcasts alongside their child in an effort to support learning. I hadn't considered that would happen. The parents are happy to learn the science and help along the way. <br />
<br />
I hope to continue building my library of vodcasts and try a true flipped class next year!<br />
<br />
Check out my Chemistry vodcasts on my YouTube channel at<br />
<a href="https://m.youtube.com/playlist?list=PLw4_1GeLsqG01jSFtORCLoHormfnMO-Ye">Chemistry Vodcasts Playlist </a>Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-10176971701472431062014-11-05T15:55:00.002-07:002014-11-05T16:04:23.612-07:00Some Flipping Success!!Students continue to impress me!<br />
<br />
Because of the modified flipped structure of my lessons, I was able to spend a considerable amount of time coaching students in their understanding of the inner workings of the cell. <br />
<br />
Students watched vodcasts on organelle structure and function, explored cell membranes, and investigated transport of materials across membranes.<br />
<br />
The performance task given to students at the beginning of the unit was:<br />
<br />
<div class="MsoTitle">
<i>Science 10IB Cell Transport Assignment<o:p></o:p></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoBodyText">
Create a story that outlines the “life” of a newly created
protein and its journey out of the cell.
You can use artistic license when showing the relationship the protein
has with the cell components, however the story must clearly articulate the
following scientific processes.<o:p></o:p></div>
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText">
Format:<o:p></o:p></div>
<div class="MsoBodyText" style="margin-left: 1.0in; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]-->Graphic Novel <o:p></o:p></div>
<div class="MsoBodyText" style="margin-left: 1.0in; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]-->Ransom Letter / Police Correspondence<o:p></o:p></div>
<div class="MsoBodyText" style="margin-left: 1.0in; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]-->Explanation without using the letter “e’<o:p></o:p></div>
<div class="MsoBodyText" style="margin-left: 1.0in; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]-->Song / Poem / Rap</div>
<div class="MsoBodyText" style="margin-left: 1.0in; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]-->Scientific Explanation with supporting electron
micrographs.<o:p></o:p></div>
<div class="MsoBodyText" style="margin-left: 1.0in; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span><span style="font-family: 'Times New Roman'; font-stretch: normal;">Format of your choice</span></span></div>
<div class="MsoBodyText">
Storyline:<o:p></o:p></div>
<div class="MsoBodyText">
<br /></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">DNA produces RNA which communicates with
ribosomes. (2)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Ribosomes on the rough ER create the
protein. (1)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Protein travels through the smooth ER,
where lipids (fats) on the protein are synthesized. (2)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Protein moves to the Golgi Apparatus.
(1)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Golgi Apparatus modifies protein by
adding some carbohydrates. (1)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Protein leaves the Golgi in vesicles.
(1)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">During the journey, oxygen diffuses
through the semi-permeable plasma membrane into the cytoplasm. (2)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Glucose enters the cell through
facilitated diffusion. (1)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Glucose and O<sub>2</sub> combine in the
mitochondrion to produce CO<sub>2</sub> and water. CO<sub>2</sub> gas diffuses out of
the membrane and water leaves by osmosis.(3)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">The protein encounters some evil ‘ions’
that have entered through active transport. (1)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">The evil ions force the protein to
become evil. (1)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Lysosomes bind with the vesicle
containing the protein and digest it. (2)<o:p></o:p></span></li>
<li class="MsoNormal"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">The lysosome binds with the plasma membrane and
removes the now evil protein through the process of exocytosis. (2)</span></li>
</ol>
<br />
<div class="MsoNormal">
<b><i><u><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">Marks: /20<o:p></o:p></span></u></i></b></div>
<div class="MsoNormal">
<b><i><u><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;"><br /></span></u></i></b></div>
<div class="MsoNormal">
<span style="font-size: 12pt;">Take a look at some of the results. You will be just as amazed as I am!</span></div>
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Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-45832520448157745142014-09-27T17:23:00.000-06:002014-09-27T17:23:09.969-06:00Flipping the Classroom - ReflectionTeaching is a crazy business. It's pace is frenetic, and the bar is set high. We, as teachers, have many stakeholders to satisfy - obviously the most important are the students.<br />
<br />
So, to hold on to every student and not let one slip through the cracks, I attempted a new strategy. I flipped my classroom. My intentions were to provide quality instruction at home as a vodcast, and then to navigate through my classroom searching for any misconceptions in learning while students worked through well planned activities.<br />
<br />
My experiment lasted three weeks. <br />
<br />
I asked the students to watch the vodcasts in advance and then in class we would start with a discussion around the vodcast and the students would break into groups to work on the assigned activity.<br />
<br />
The frenetic pace doubled. Maybe tripled. I was happily involved with student conversation about learning instead of taking the class to deliver instruction.<br />
<br />
Students who watched the vodcasts were successful in completing the activity and demonstrating what they knew to me. It was interesting to listen to their discussion. This was evidence to me that this strategy was working for them.<br />
<br />
Students who didn't watch the vodcast were slowed down considerably. I had some chromebooks available for students, and they attempted to watch the vodcasts during class time. But, unfortunately, they began to fall through the cracks as they didn't have sufficient time to engage in the meaningful discussion. Sigh. <br />
<br />
The great idea of flipping requires students to have easy access to computers and free time to watch them before coming to class. The motivated students will watch and continue to excel but the students who lack motivation will experience the same results as before. <br />
<br />
So I reverted to the classical method of instruction where I knew all students would receive the information first, and then I assign activities to reinforce learning. This method limits the richness and quality that I imagined the flip classroom may provide. Sigh.<br />
<br />
As of September of 2014, the Alberta Government has relaxed the number of minutes of instruction that each credit demands. So our school is experimenting with a 30 minute tutorial time in the morning where students can access help for whatever they need.<br />
<br />
I may think of trying the flip again. Students can use the tutorial time to access the vodcasts if they didn't have access or time to view it. If I can level the technological playing field for all students then I can work hard to co-construct learning through meaningful activities.<br />
<br />
Here we go again.<br />
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<br />Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-73281423197270371152013-10-08T19:14:00.001-06:002013-10-08T19:48:58.582-06:00Technology - The Rate Limiting StepEdmonton Public Schools eliminated all curricular consultants during the spring of 2013. The Alberta Government was allocating less money to School Boards so consultant positions were deemed unnecessary.<br />
<br />
I got to go back to the classroom.<br />
<br />
To be honest, I was excited to try flipping my classroom and couldn't wait to start creating vodcasts.<br />
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When studying kinetics in chemistry, it is the slowest step of a series of chemical reactions that determines the overall rate of reaction- otherwise known as the rate limiting step. This idea of rate limiting step will serve as an analogy to the success of my flipping journey.<br />
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I assumed that I would have a classroom with a SMART Board, easy access to Youtube, students with easy access to the internet, maybe a document camera and a webcam.<br />
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Nope. <br />
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I have a blackboard, whiteboard, projector that projects onto the whiteboard, Youtube that must be downloaded as the bandwidth can't manage the giant population of the school and no webcam. I do have a wireless mouse, keyboard and really great tech support if I need it. I also have access to two class sets of Chrome books, two sets of laptops and two sets of net books that I can <b><i>book out in advance</i></b>.<br />
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I have 35 students in each of my classes with almost no room to get around to each student. And the students are in desks of which I can't pair as there is a bar one one side of the desk making it impossible to get in and out of. So the idea of group work - a necessary part of flipping - is physically challenging. <br />
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So, how to flip?<br />
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I've started slowly with the creation of a student website that includes Google Doc notes particular to each class I teach. I used to have an overhead projector and Google Docs represent a 21st century version that allows students access even if they miss a class. However, this is not flipping at all. Students help generate the notes during classroom discussion, however I struggle with the notes as science doesn't translate easily on the keyboard. <br />
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At this time, my classes are teacher directed but I engage students with many hands on activities where they are showing me what they know. But I know I'm not getting to every student in every class every day and that is bugging me.<br />
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So, how to flip? The reality is that students need to have equal access to the technology to watch the vodcasts. If they don't have access then I need to find a method for them to access them. Will they seek out the technology and watch the vodcasts on their own time?<br />
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Rate limiting step!<br />
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In the next couple of weeks, I'm going to try to flip some lessons. Is the access to technology going to limit my success?<br />
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Welcome the catalyst of change. <br />
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<br />Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-66008627718934953162013-02-04T11:32:00.001-07:002013-04-05T11:03:39.084-06:00The Flipped Classroom - finally more time!This is the story of a typical high school science teacher who seemed to never have time.<br />
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Me. <br />
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I began my career teaching the grade 10 science classes. These classes were perceived to be the best for new teachers as there were no high stakes exams partnered with them - in Alberta, the grade 12 exams are worth 50% of the mark. I was given the textbook and program of studies and naively believed that the textbook reflected the curriculum well. <br />
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Fortunately, I had a colleague who was extremely organized and talented who set me on the right path for planning and aligning my lessons to reflect the program of studies and not the textbook material. After two to three years of teaching, the textbook became a reference book for the students and not a teaching doctrine. I began to realize that the textbook was generally a great reference but included significant material not found in our program of studies.<br />
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My teaching assignment diversified to include the grade 11 courses of chemistry, biology, physics and soon the grade 12 chemistry course. Again, I used the textbook to guide my lessons as I knew where I could find activities that aligned with the curriculum and practice problems for the students. But over time, I found new resources, activities, labs and required the textbook less and less. Even for the high stakes courses, I didn't require the textbook. My lessons were dependent on students taking notes and then, if we had time, engaging in an activity where students would demonstrate their understanding. Sometimes I felt that I rushed the notes just so we could get on to the "fun" stuff. I began to create more engaging activities and had students singing, writing, role playing, building, cooperating, etc. Unfortunately, "getting through the material" seemed to consume most of the class time.<br />
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After a few years, the school I was at opened its doors to grades 7-9. So Grade 8 Science was added to my assignment. I loved teaching those students, their excitement just entering the door was contagious. I started to rethink how I taught my day to day lessons. I decided that I would challenge the students to develop inquiry labs from scratch and not use the labs from the textbook. If students knew the answers, what was the point of doing the lab?<br />
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As Bob McDonald from CBC's <a href="http://www.cbc.ca/video/news/audioplayer.html?clipid=2327080370">Quirks and Quarks</a> says, "Ask any scientist and the only thing they like discovering better than an answer is a really good question."<br />
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So I found the time to complete an<a href="https://docs.google.com/a/share.epsb.ca/document/d/1pLbXkZGsCfF-mNkKrlAE6Y_-aUvxrbi4iYc1KEWLMZw/edit"> inquiry lab</a> with the students once to twice a unit. The students couldn't wait to get their hands on the materials and challenge one another with possibilities of how to develop their investigation. I would see groups of students completely engaged, collaborating within and between their groups (which I encouraged) and at the end of the inquiry lab there would be four to six labs created - all unique and all developed by groups of students working together (authentic, eh?).<br />
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Back to the Grade 12 high stakes Chemistry 30 course. After a few more years, the school opened its doors to the International Baccalaureate program and its additional high stakes exam. Now I had less time to reach into my collection of engaging activities as I had two masters to satisfy. Notes and lecture became the mainstay of lesson delivery and I became more exhausted each day as I was doing the "show" all day - the provider of knowledge.<br />
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Thankfully, the IB Sciences curriculum requires students to design their own experiment so I was able to resurrect the inquiry model periodically. But the demands of teaching two programs forced this to be very occasional and not collaborative in nature.<br />
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So, notes and lecture seem to be the method of information delivery that most science teachers use. We were taught in that manner and feel that it is the only method that will get the job done. That may have been true even ten years ago. <br />
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However, with the ubiquitous nature of digital technology, science teachers finally have a choice.<br />
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WE DON'T HAVE TIME! may finally become "WE FINALLY HAVE FLIPPEN TIME!"<br />
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Science teachers across North America have begun to "flip" their classes so that the lecture is watched at home (or at hockey practice, the bus, the gym etc.) and once students arrive in class, the teacher can spend the time engaging with students however they see fit!<br />
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Read my previous posts to see how you can flip your class to afford yourself more time to engage students, develop inquiry labs, and teach students to the mastery level. You may notice that your high stakes exam marks also increase as real learning occurs and not just cramming for the test!<br />
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<br />Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-20203716013809120902012-09-07T16:11:00.000-06:002012-11-22T11:26:07.832-07:00iPads in Science ClassSo your school has purchased a class set of iPads and you want to be able to use them in a meaningful way. And, finally, the school administration has lifted the ban on personal devices and cell phones are allowed in the classroom under the supervision of teachers. What do you do?<br />
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Panic? No.<br />
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<b>First</b>, begin considering how smart phones and ipads/tablets can complement what you do in the classroom. Students are engaged by the technology and, if well managed, the devices will become an incredible learning tool. You need to demystify the cell phone. If you are planning to use cell phones in class, ask the students to place their cell phones on the corner of their desks in full view. This is where the phone stays unless it is being used for educational purposes.<br />
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<b>Second</b>, consider your teaching style and what is it that you want to achieve. Does your teaching style primarily make use of lecture or do you focus on collaborative activities or are you somewhere in the middle? Your teaching style will determine what types of apps you will choose to use. The three types of apps are generally "productivity apps", "interactive apps", and "reference apps."<br />
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Productivity apps allow students to create. Interactive apps require students to work with the app to receive feedback. Reference apps provide information but don't require the students to interact or input anything.<br />
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If your style is more lecture focused, then you will probably use reference apps periodically where as if you use collaborative activities you may find the productive and interactive apps more appealing. It really depends on your style.<br />
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<b>Third</b>, limit yourself to two to three apps per course. Don't underestimate the learning curve of the app; always allow the students to play with the app for homework before working with it in class. Ensure the app is used for meaningful learning not just playing with technology.<br />
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<b>Fourth</b>, after you try the app out as a learning activity, be sure to assess its use. Ask the students if the app provided a beneficial learning experience.<br />
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So, pick an app, test drive it and determine if it can provide a meaningful learning experience. Here are some mostly free subject specific apps from iTunes:<br />
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<span style="font-size: large;">Biology: </span><br />
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<span style="font-family: inherit;"><a href="http://itunes.apple.com/us/app/3d-cell/id402252996?mt=8">3D Cell:</a> <span style="background-color: white; line-height: 18px;">Learn about the cell and all its structures using our new 3D Cell iPhone application tool. Enjoy the ability to rotate the cell 360 degrees and zoom in on any cell structure. Visit the cell structure screen and learn more about how each structure functions. In this application you can also watch videos from our live cell video library as well.</span><span style="background-color: white; line-height: 18px;"> (Reference)</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/ca/app/hudsonalpha-icell/id364882015?mt=8">iCell</a>: Compares animal, plant and bacteria cell. (Reference)</span></span><br />
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<span style="font-family: inherit;"><a href="http://itunes.apple.com/us/genre/ios-education/id6017?mt=8">Genetic Code</a>: <span style="background-color: white; line-height: 18px;">Genetic Code is a handy reference tool for students and researches. The application visualizes standard genetic code as well as provides information about 20 amino acids and their abbreviations</span></span><span style="background-color: white; font-family: 'Lucida Grande', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px; line-height: 18px;">. </span><span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">(Reference)</span></span><br />
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<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><a href="http://itunes.apple.com/us/app/instant-heart-rate-heart-rate/id395042892?mt=8">Instant Heart Rate</a>: Determines heart rate (Interactive)</span></span><br />
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<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><a href="http://itunes.apple.com/ca/app/mitosis/id348184626?mt=8">Mitosis</a>: Cell division (Interactive and Reference)</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/virtual-cell-animations/id427893931?/mt=8">Virtual Cell Animations</a>: </span><span style="background-color: white; line-height: 18px;">The Virtual Cell Animations app includes an animation, still images, narrative, and content quiz. Version 1.0 contains the Photosynthesis and Electron Transport modules.</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/frog-dissection/id377626675?mt=8">Frog Dissection</a>: NOT FREE, $3.99 for iPad (interactive)</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/labtimer/id292202454?mt=8">Lab Timer</a>: <span style="font-family: inherit;"> </span></span></span><span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">LabTimer is a count-up and alarming count-down multi-timer. (interactive)</span></span><br />
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<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><a href="http://itunes.apple.com/us/app/skeptical-science/id353938484?">Skeptical Science</a>: <span style="font-family: inherit;"> </span></span></span><span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">Ever heard someone claim Global Warming isn't happening? Did their explanation seem wrong but you didn't know why? Be careful with this one as you need to consider both sides of the discussion. (reference)</span></span><br />
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<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><a href="http://itunes.apple.com/us/app/earthobserver/id405514799?">Earth Observer</a>: ($0.99) </span></span><span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;">Explore your planet as never before with the mobility of EarthObserver. Use your fingertips to travel through terrestrial landscapes and across the ocean floor. Visit frozen icecaps, study geological maps, scout mountains to climb and trips on coastal waters and exploit a rich atlas of other earth and environmental imagery.</span><span style="background-color: white; line-height: 18px;"> (reference)</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/id331399332?mt=8">3D Brain</a>: <span style="font-family: inherit;"> </span></span></span><span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">Use your touch screen to rotate and zoom around 29 interactive structures. Discover how each brain region functions, what happens when it is injured, and how it is involved in mental illness. Each detailed structure comes with information on functions, disorders, brain damage, case studies, and links to modern research. (interactive, reference)</span></span><br />
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<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><a href="http://itunes.apple.com/us/app/project-noah/id417339475?mt=8">Project Noah</a>: <span style="font-family: inherit;"> </span></span></span><span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">Project Noah is the best way to share your wildlife encounters and help document our planet's biodiversity (interactive, reference, productivity)</span></span><br />
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<span style="background-color: white; line-height: 18px;"><a href="https://itunes.apple.com/ca/app/leafsnap/id430649829?mt=8" style="font-family: inherit;">Leaf Snap</a><span style="font-family: inherit;">:</span> <span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"> </span></span><span style="background-color: white; line-height: 18px;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Leafsnap is the first in a series of electronic field guides being developed by researchers from Columbia University, the University of Maryland, and the Smithsonian Institution. This free mobile app uses visual recognition software to help identify tree species from photographs of their leaves. (reference, interactive)</span></span><br />
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<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit; font-size: large;">Chemistry: </span></span><br />
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<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><a href="http://itunes.apple.com/us/app/the-chemical-touch-lite-edition/id300111574?mt=8">The Chemical Touch Lite</a>: periodic table (reference)</span></span><br />
<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><br /></span></span>
<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><a href="http://itunes.apple.com/us/app/organic-chemistry-nomenclature/id388508974?mt=8">Organic Chemistry Nomenclature</a>: <span style="font-family: inherit;"> </span></span></span><span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">The Organic Chemistry Nomenclature Quizillator has been designed to help you master organic chemistry by practicing the identification, naming and recognition of organic molecules and their functional groups according to the IUPAC guidelines. (reference and interactive)</span></span><br />
<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><br /></span></span>
<span style="line-height: 18px;"><a href="http://itunes.apple.com/ca/app/lewis-dots/id461557879?mt=8">Lewis Dots</a>: </span><span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;">Lewis Dots allows the generation and manipulation of chemical structures depicted as their Lewis dot diagrams. Start by adding individual atoms to the canvas and adding them together, matching their lone electrons to others' lone electrons. Dragging and dropping electrons to match them, bonds will be automatically created.</span><span style="background-color: white; line-height: 18px;"> (interactive)</span></span><br />
<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><br /></span></span>
<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/videoscience/id333284085?mt=8">Video Science</a>: </span><span style="background-color: white; line-height: 18px;">A growing library of over 80 hands-on Science lessons that are great for home and the classroom. These short videos demonstrate inexpensive and easy to recreate experiments that are designed to inspire and excite kids of all ages. (reference)</span></span><br />
<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><br /></span></span>
<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/elements-test/id449077561?mt=8">Elements Tes</a>t: <span style="font-family: inherit;"> </span></span><span style="background-color: white; line-height: 18px;">The Elements Test helps you to learn each chemical element's name and symbol as in the Periodic Table of Elements.</span><span style="background-color: white; line-height: 18px;"> (interactive)</span></span><br />
<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><br /></span></span>
<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/o-chem/id388750841?mt=8">OChem</a>: </span><span style="background-color: white; line-height: 18px;">O-Chem was made for you so you can spend your time studying organic chemistry instead of making flashcards. Makes learning functional groups easy. Plain, simple, and FREE! (interactive)</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/ca/app/chem-lab/id339306833?mt=8">Chem Lab</a>: </span><span style="background-color: white; color: #898989; line-height: 18px;"> </span><span style="background-color: white; line-height: 18px;">NOT FREE! $0.99. </span><span style="background-color: white; line-height: 18px;">Chem Lab offers high school students a chance to build simple chemical compounds in an approachable game-like environment. (interactive)</span></span><br />
<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><br /></span></span>
<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/chemistry-formula-practice/id422958981?mt=8">Chemistry Formula Practice Lite</a>: </span></span><span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">Chemistry Formulas Practice stimulates students’ mastery of the fundamental skill of naming compounds and writing formulas. The practice categories include ionic and molecular compounds, acids, bases, polyatomic ions, hydrocarbons, and organic functional groups. Students may choose their pace as they work from formula to name or name to formula. (interactive)</span></span><br />
<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><br /></span></span>
<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;"><a href="http://itunes.apple.com/ca/app/titration-simulator/id324156977?mt=8">Titration Simulato</a>r: ($0.99): </span></span><span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">Beginning chemistry students can use this app to get a feel for conducting an acid-base titration and solving for unknown concentration. (interactive)</span></span><br />
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<a href="http://www.icelsius.com/buy_icelsius_store.php" style="line-height: 18px;">iCelcius</a><span style="line-height: 18px;">: Not an app but a sensor that attaches to the iphone or iPad. (interactive)</span><br />
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<span style="font-family: inherit; font-size: large;"><span style="background-color: white; line-height: 18px;">Physics:</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white;"><a href="http://itunes.apple.com/us/app/physics-pro/id339514249?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Physics Pro</a>: Tired of struggling with Physics? Let “Physics Pro” ease your pain. This application covers six topics. (interactive, reference)<br /><br /><a href="http://itunes.apple.com/us/app/iphysics/id387639997?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">iPhysics ($0.99)</a> Find and prioritize formulas in groups. (reference)<br /><br /><a href="http://itunes.apple.com/us/app/physics-formulas-for-high/id405851631?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Physics Formulas for High School ($0.99)</a> Physics Formulas for High School puts at your fingertips all the constants and formulas you need to know to ace High School Physics, SAT Physics subject test and AP Physics B and C. (reference)<br /><br /><a href="http://itunes.apple.com/us/app/iprofessor-physics/id393521465?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">iProfessor!-Physics ($1.99)</a> A quick reference guide for physics students that include physics concepts with definitions of common terms, formulas and illustrations. (reference)<br /><br /><a href="http://itunes.apple.com/us/app/physics-i/id399787207?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Physics I ($0.99)</a> This app consists of about 20 simple physics calculators covering many concepts from high school physics. (interactive)<br /><br /><a href="http://itunes.apple.com/us/app/phy-phys-formulas-calculator/id325836855?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Phy-phys. formulas and calculator ($1.99)</a> Phy is the perfect companion for physics students. The more than 120 formulas cover the topics mechanics, relativity, fluid mechanics, thermodynamics and electrodynamics. Phy also consists of a scientific calculator. (reference)<br /><br /><a href="http://itunes.apple.com/us/app/physics-quiz/id328879231?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Physics Quiz ($1.99)</a> This application will help you revise for your final Physics exams. It is based on the A-levels curriculum, but can also be helpful for those studying for other equivalent exams. (reference, interactive)<br /><br /><a href="http://itunes.apple.com/us/app/newtons-laws/id418800081?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Newton’s Laws ($0.99)</a> Study and understand Newton’s Laws of Motion right on your favorite mobile device. (interactive)<br /><br /><a href="http://itunes.apple.com/us/app/physics-formulas/id300248114?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Physics Formulas ($0.99)</a> This application can provide every possible formula for anyone who studies Physics. It can be used to build your own formulas reference in Physics. (interactive)<br /><br /><a href="http://itunes.apple.com/us/app/physics-bites-lenses/id423614517?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Physics Bites!-Lenses ($0.99)</a> The purpose of Physics Bites! is to give the user a chance to better understand certain concepts in physics by playing with tiny simulations (or “Bites”). Each Bite allows the user to change several parameters but is designed to be simple enough to not overwhelm the user with controls…<br /><br /><a href="http://itunes.apple.com/us/app/laws-of-physics/id444709628?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Laws of Physics ($0.99)</a> Learning physics has never been so much fun. “Laws of Physics” app satisfies all the needs of physics. Gone are the days when you have to browse through big fat physics books to search for Newton’s formula or Snell’s law. (interactive)<br /><br /><a href="http://itunes.apple.com/us/app/wind-tunnel/id381971296?mt=8" style="border-bottom-color: rgb(79, 135, 150); border-bottom-style: dotted; border-bottom-width: 1px; text-decoration: none;" target="_blank">Wind Tunnel ($1.99)</a> Turn your iPad/iPhone into a wind tunnel simulator!(interactive)</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white;"><a href="http://itunes.apple.com/us/app/wolframalpha/id334989259?">WolframAlpha</a> ($1.99): </span></span><span style="background-color: white; color: #898989; font-family: 'Lucida Grande', 'Lucida Sans Unicode', Arial, Verdana, sans-serif; font-size: 12px; line-height: 18px;"> </span><span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;">Wolfram|Alpha has rapidly become the world's definitive source for instant expert knowledge and computation.</span><span style="background-color: white; line-height: 18px;"> (Interactive)</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white; line-height: 18px;"><a href="http://itunes.apple.com/us/app/vernier-video-physics/id389784247?">Vernier Video Physics</a> ($2.99)<span style="font-family: inherit;"> </span></span></span><span style="background-color: white; font-family: inherit; line-height: 18px;">*2012 CODiE Awards Finalist - Best Educational Use of a Mobile Device*</span><br />
<span style="background-color: white; line-height: 18px;"><span style="font-family: inherit;">Video Physics brings physics video analysis to iPhone, iPod touch and iPad. Take a video of an object in motion, mark its position frame by frame, and set up the scale using a known distance. Video Physics then draws trajectory, position, and velocity graphs for the object. Share video, graphs and data to facebook, your Photo Library and to your computer running Vernier's Logger Pro software. (interactive)</span></span><br />
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<span style="font-family: inherit;"><span style="background-color: white; color: red; font-size: large; line-height: 18px;">This is a start. Please comment if you know of other great science apps appropriate to high school science!</span></span><br />
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<br />Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com1tag:blogger.com,1999:blog-6940047384038729575.post-33506408604345929012012-05-30T15:30:00.001-06:002012-05-30T15:44:59.208-06:00UDL, Science and Flipping!UDL again. Flipping again. And, if you keep reading - a great Google Doc!!<br />
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Universal design's focus is that barriers to learning are removed and all students have equal access to the curriculum.<br />
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Reducing the number of students in the margins. Sounds good. Hard to argue.<br />
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The flipped classroom affords time to teachers so they can spend more time with students and have more of an opportunity to discover the barriers to learning. When you teach high school science in a full year school (one that is an IB school for example) it is hard to get to know the 200 students you teach. So time is gold.<br />
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Flipping gets you that time. <br />
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Flipping to me is way more than vodcasts. It is strategically using "out of class" activities (vodcasts, interactive simulations, screen-casts, case studies, virtual labs, etc.) to motivate students to become engaged during the "in class activities." <br />
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So some tools to assist the science teachers in the spirit of UDL and flipping can be found in this Google Doc I have started. Please comment if you can see how I can make this a better working document and share share share.......<br />
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UDL Applied and the Science Classroom: <a href="https://docs.google.com/document/d/1III6JxvJgyjzJuUr9gV2WTLfZt_HDMjICL2e-feXeeQ/edit">https://docs.google.com/document/d/1III6JxvJgyjzJuUr9gV2WTLfZt_HDMjICL2e-feXeeQ/edit</a><br />
<br />Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com1tag:blogger.com,1999:blog-6940047384038729575.post-3160796059355317052012-05-23T10:30:00.000-06:002012-05-23T10:39:36.817-06:00UDL and Science and the LECTUREThere is interest in Universal Design for Learning in our district. Principals and district leaders are initiating conversations around Universal Design. This conversation is of particular interest to me as I consider that the most frequent method of delivery of information in the secondary science classroom is the lecture.<br />
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The term "universal design" was coined by the architect Ronald L. Mace to describe the concept of designing all products and the built environment to be aesthetic and usable to the greatest extent possible by everyone, regardless of their age, ability, or status in life.<br />
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According to the Centre for Applied Special Technology (CAST), “Universal Design for Learning (UDL) is a research-based framework for designing curricula—that is, educational goals, methods, materials, and assessments—that enable all individuals to gain knowledge, skills, and enthusiasm for learning. This is accomplished by simultaneously providing rich supports for learning and reducing barriers to the curriculum, while maintaining high achievement standards for all students.”<br />
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So……back to the secondary science classroom.<br />
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Science teachers overwhelmingly agree that to successfully prepare students for the grade 12 Alberta diploma exam the only method that would seem to present itself as an option to finish the course is LECTURE.
Finish the course….<br />
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Let’s look at the course.<br />
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In many Edmonton high schools, students are provided with the option to take the “regular” stream, or International Baccalaureate stream, or the Advanced Placement stream. Regardless of which stream they take, students have to be prepared for the Alberta Diploma exams based on the Alberta Program of Studies- <a href="http://education.alberta.ca/teachers/program/science/programs.aspx">http://education.alberta.ca/teachers/program/science/programs.aspx</a>. So, if students are taking either of the additional programs, the amount of material required to learn is almost out of reach.<br />
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I have worked with many creative, enthusiastic science teachers that have felt beaten down by the sheer volume of content.
So how does UDL help with this?<br />
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To wrap my head around it, I began by thinking about the UDL phrase, “<b><i>reducing the barriers</i></b>.” What barriers are there in the secondary science class? Just off the top of my head, here are a few:<br />
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• Attendance<br />
• Punctuality<br />
• Completed homework<br />
• Engagement<br />
• Prior Knowledge<br />
• Methods of acquiring understanding<br />
• Demonstration of understanding<br />
• Student readiness<br />
• Teacher readiness<br />
• Physical Layout of the Classroom<br />
• Social structure<br />
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UDL focuses on three main guidelines <a href="http://www.udlcenter.org/sites/udlcenter.org/files/updateguidelines2_0.pdf">http://www.udlcenter.org/sites/udlcenter.org/files/updateguidelines2_0.pdf</a>:<br />
1. Provide multiple means of representation<br />
2. Provide multiple means of action and expression<br />
3. Provide multiple means of engagement<br />
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The CAST website <a href="http://www.cast.org/index.html">http://www.cast.org/index.html</a> offers tutorials, supports and examples of these guidelines. It’s hard to argue with the philosophy.<br />
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I’ve had many discussions with secondary science teachers who also find it hard to argue with the philosophy but at the end of the day can’t see how make this work with the demands of our reality.<br />
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I’m going to offer a beginning solution.
Start slow and remember that the guidelines are just guidelines meant to guide the teacher in planning for all students in an effort to reduce the number of students in the margins.<br />
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Now let’s consider the secondary science class. If the content in the lecture was included in a vodcast, rather than lecture during class, then the teacher would have time in class for multiple means of representation, action and expression, and engagement. The vodcast could be either watched at home or if students didn't have the time, then it could be watched first thing during the class. I know from experience that the amount of time it takes me to lecture is at least doubled when I lecture in class. There are distractions, announcements, punctuality issues, behavior issues etc. that reduces the amount of “usable” time for the lecture. So, to take the lecture out of the class, affords me time I thought I never had. I could use the class time for the engaging, creative ideas that have been storming in my head! I could get to know the students way faster so that during parent teacher conferences in November, I wouldn't have to struggle remembering what the name of the child was! (Consider that high school teachers in full year schools may have 200 students).<br />
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What is this magic?<br />
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It’s called the “Flipped Classroom”. Read my last post. I’m dying to try it.Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com4tag:blogger.com,1999:blog-6940047384038729575.post-59066606857411681102011-12-05T14:45:00.003-07:002011-12-05T15:05:44.315-07:00To Flip or Not to FlipI have been reading a lot about flipping high school classes. I have read that it is the next "thing" in educational technology: <a href="http://www.theglobeandmail.com/news/national/education/primary-to-secondary/timeline-classroom-technology-from-papyrus-to-ipads/article2246181/">papyrus to flipped classroom</a><br /><br />I would love to see this in action so I invite you to use my assignment on the light reaction of photosynthesis as a means for students to demonstrate their understanding. Here are the steps:<br /><br />1. Create a webcast that teaches the light reaction. Use Screenr (<a href="http://www.screenr.com/">http://www.screenr.com/</a>) to make your webcast. Create a free account, buy a microphone and then use whatever website or presentation you need - where you can start and stop - to effectively teach that one topic. Must be 5 minutes or less.<br /><br />2. Assign the webcast for homework along with about two reflective questions and a diagram. I think that the whole "homework" experience will be less than 10 minutes (unless the student chooses to rewind).<br /><br />3. As students walk into class they will find table groupings and will sit in groups of 4-5. On each table will be the following handout. As a group they will choose which assignment they want to complete or they can move to other tables and sit with like minded individuals. You decide.<br /><br />4. If students missed the homework, before they sit down they will pick up the homework assignment and watch the 5 minute lesson either on a screen, SMART board, or personal device.<br /><br />5. Students begin the work.<br /><br />6. You, the teacher, will facilitate the work. You will get to every group and have conversations with every student in an effort to uncover misunderstandings.<br /><br />7. Depending on the time you have in your class, students will demonstrate their understanding to their classmates.<br /><br />8. You will then come back to this post and comment on your successes or failures with the intent of determining whether we should flip or not.<br /><br />Thanks for trying!!<br /><br /><span style="font-size:85%;"><a href="http://www.docstoc.com/docs/107177157/?key=NTQ0MTUzNjIt&pass=MmZiMS00MDBk">Photosynthesis flip assign1</a></span><br /><object id="_ds_107177157" name="_ds_107177157" type="application/x-shockwave-flash" data="http://viewer.docstoc.com/?key=NTQ0MTUzNjIt&pass=MmZiMS00MDBk" height="550" width="630"><param name="FlashVars" value="doc_id=107177157&mem_id=17752296&doc_type=docx&fullscreen=0&allowdownload=1"><param name="movie" value="http://viewer.docstoc.com/?key=NTQ0MTUzNjIt&pass=MmZiMS00MDBk"><param name="allowScriptAccess" value="always"><param name="allowFullScreen" value="true"></object><script type="text/javascript">var docstoc_docid="107177157";var docstoc_title="Photosynthesis flip assign1";var docstoc_urltitle="Photosynthesis flip assign1";</script><script type="text/javascript" src="http://i.docstoccdn.com/js/check-flash.js"></script>Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com2tag:blogger.com,1999:blog-6940047384038729575.post-83645700088474107862011-11-30T14:43:00.010-07:002011-12-05T18:45:07.958-07:00Notes Notes Notes: The Sound of My Heart BreakingI asked my niece in high school, "What did you do in Science Class today"? She said, "I took notes, then answered some questions from a booklet, and then recorded some data from an experiment my teacher was doing for us".<br /><br />My heart is breaking.<br /><br />The teacher has a prepared booklet containing the entire course with "fill in the blank" questions stemming directly from the textbook. The laboratory investigations are truly not investigations as the outcomes are predetermined, and the teacher only does the investigation once for three classes so he doesn't have to waste materials. Talk about sucking the curiosity and wonder out of students.<br /><br />A robot could teach the course.<br /><br />Why does this happen and what can be done to fix this?<br /><br />The front matter of the Alberta Program of Studies in Science clearly articulates that curiosity and wonder are fundamental to science education. Somewhere this message is lost on some educators. I am not blaming the teacher; I'm sure that this science teacher is doing the best job he can. He may not realize that his methods are not effective in the classroom and that the learning will be short lived.<br /><br />Students must DEMONSTRATE their understanding to the teacher. Filling in blanks and writing notes is not understanding and means nothing to students (or their parents).<br /><br />There are so many great teaching practices that could be used to teach for understanding. Here are a few:<br /><br /><span style="font-style: italic;">1. Understanding by Design</span><cite>: </cite><a href="http://www.blogger.com/www.4-h.org/WorkArea/DownloadAsset.aspx?id=58658"><cite></cite></a><a href="http://jaymctighe.com/wordpress/wp-content/uploads/2011/04/UbD-in-a-Nutshell.pdf"><span style="text-decoration: underline;"><span style="font-style: italic;">http://jaymctighe.com/wordpress/wp-content/uploads/2011/04/UbD-in-a-Nutshell.pdf</span></span></a><br /><cite>2. Performance Assessments: <a href="http://www.aac.ab.ca/assessmentmaterials.html">http://www.aac.ab.ca/assessmentmaterials.html</a><br />3. Inquiry Circles in Science: <a href="http://pacoaching.wikispaces.com/file/view/Notes+from+Lit-Inquiry+Circles%5B2%5D.pdf">http://pacoaching.wikispaces.com/file/view/Notes+from+Lit-Inquiry+Circles%5B2%5D.pdf</a><br />4. Using music in the science classroom: <a href="http://www.scienceinschool.org/2007/issue5/music">http://www.scienceinschool.org/2007/issue5/music</a><br />5. Science Song Links: <a href="http://faculty.washington.edu/crowther/Misc/Songs/links.shtml">http://faculty.washington.edu/crowther/Misc/Songs/links.shtml</a><br />6. Lesson and Tools ideas for Science Teaching: <a href="http://sciencenetlinks.com/">http://sciencenetlinks.com/</a><br />7. Role Play in Science Education: <a href="http://www.nationalstemcentre.org.uk/elibrary/file/776/sept_2000_73_82.pdf"> http://www.nationalstemcentre.org.uk/elibrary/file/776/sept_2000_73_82.pdf</a><br /><br /><span style="font-style: italic;"></span></cite>Watching students generate their own songs to demonstrate why the line spectrum of hydrogen has four distinct colours is a beautiful thing. It is greatly satisfying to have discussions with the students after they perform their song; far more satisfying than marking "fill in the blanks" where really you have no idea if they understand or can just copy a glossary.<br /><br />When students are knocking down the door to get into class asking, "Are we singing today?", or "Do we get to build with our playdough?", or "Are we becoming the protein again this class, because I need clarification as to the difference between secondary and tertiary structure?"<cite><span style="font-style: italic;"></span></cite> you begin to feel like you have really made a difference in their understanding and motivation for learning.<br /><cite><br /><br /><br /></cite>Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com1tag:blogger.com,1999:blog-6940047384038729575.post-84638662149744405472011-11-14T13:21:00.007-07:002011-11-14T14:15:38.756-07:00Skype in the ClassroomSkype in the Classroom <a href="http://education.skype.com/">http://education.skype.com/ </a>is "a free community to help teachers everywhere use Skype to help their students learn. It’s a place for teachers to connect with each other, find partner classes and share inspiration. This is a global initiative that was created in response to the growing number of teachers using Skype in their classrooms".<br /><br />I recently had the pleasure of watching two science classrooms Skype together. One classroom was from Edmonton, Alberta and the other from Haughton,Louisiana. The topic was a conversation piece with the theme of "heat and temperature". Here was the project advertised on Skype in the classroom:<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrV53rdTDJTU5nryn8hO1shJimsp-Z04bA0oE86lS7TRur3vYaGcjjpHCdybtD8zz_VwmHjYtZFiOBONPwaEWXw9pGNFrkty0j123_Ncnm0xPP5wOv0roo4eK37QvBxIH1GJMXIHakWZTV/s1600/Steve.png"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 130px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrV53rdTDJTU5nryn8hO1shJimsp-Z04bA0oE86lS7TRur3vYaGcjjpHCdybtD8zz_VwmHjYtZFiOBONPwaEWXw9pGNFrkty0j123_Ncnm0xPP5wOv0roo4eK37QvBxIH1GJMXIHakWZTV/s400/Steve.png" alt="" id="BLOGGER_PHOTO_ID_5674957307279887186" border="0" /></a><br /><br /><br />Here is the teacher who responded to the proposed project:<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7RaHu5ZowjhKb-RIsvVfG16RB6e0j6HkaPPTTVj_T2F76dyOAesNS4-ieVP6nxWehkBctYOYPqi59ICrRevUPy4_ofm0JjSio80hyImqzsKuDHWmoOdwjS86H7MWvT8DC9rx8joTVwKuS/s1600/Mallory.png"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 73px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7RaHu5ZowjhKb-RIsvVfG16RB6e0j6HkaPPTTVj_T2F76dyOAesNS4-ieVP6nxWehkBctYOYPqi59ICrRevUPy4_ofm0JjSio80hyImqzsKuDHWmoOdwjS86H7MWvT8DC9rx8joTVwKuS/s400/Mallory.png" alt="" id="BLOGGER_PHOTO_ID_5674957411231600082" border="0" /></a>Each teacher requested each student create a question to be asked to the other class considering the "heat and temperature" theme. This was done a few days in advance and the questions were shared between classes. During the Skype conversation each student would ask their question (standing in front of the webcam) to the other class and the student who was required to answer it would get up and approach the webcam to answer.<br /><br />So what did I notice?<br /><br />First of all the students were giddy with excitement before the class started. The teacher did a wonderful job preparing his students including "practice questions" the class before, a conversation on what is is like to be a Canadian ambassador in an effort to make a great impression, rules of engagement etc. The students even took a look at Google Street View to see what the American school looked like.<br /><br />Second, there was almost no technological issues. The sound was great, the picture very clear and only a slight delay in video because of the volume of internet traffic during that time of the day.<br /><br />Third, the conversation between classes took about 30 minutes and the amount of learning that took place was significant. Nevermind the great science connections, I was most impressed with the other learning that took place. The school district I work for has a literacy focus and we all struggle as to how to define literacy. I witnessed many forms of developing literacy during the Skype call. For example, some of these literacy components were: communication skills (students had to stand up and communicate clearly) appreciation for cultural differences (Louisiana students didn't know what a toque was or a toboggan), digital literacy (students were comfortable with the technology and knew to source their research).<br /><br />Fourth, the level of engagement didn't wear off. There was sustained engagement as the students were taking personal responsibility and had choice for the direction of their learning.<br /><br />This was just the beginning and for a test drive, an amazing success.Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-42935644890855520292011-09-23T10:36:00.007-06:002011-11-12T19:03:55.983-07:00The Flipped Science ClassThe "Flipped Classroom" - very cool.<br /><br /><script language="javascript" src="http://www.polleverywhere.com/polls/LTE0MTk5OTg1NzM/chart_widget.js?height=300&results_count_format=percent&width=400" type="text/javascript"></script><div style="font-size: 0.75em">Build <a href="http://www.polleverywhere.com/">television sms voting</a> polls at <a href="http://www.polleverywhere.com/">Poll Everywhere</a><br /></div><br /><br /><br /><br />One of the biggest challenges science teachers in Alberta face is the lack of time to "cover" everything. Sometimes, when I taught, I felt like a machine; marching my students through two sets of curricula. We have a wonderful senior high program of studies in science and when compared with other curricula in North America comes up as one of the best. And, because we offer programs of choice in my school district, some senior highs also offer International Baccalaureate and/or Advanced Placement programs. So the teacher has to meet the demands of two curricula. This leads to the lecture style of teaching as a dominant form of teaching as the teachers struggle to complete the program.<br /><br />The concept of a "Flipped Class" seems to me to be the answer to that challenge.<br /><br />The "flipped classroom" is the brainchild of Jonathan Bergmann and Aaron Sams from Woodland Park, Colorado. Their website explains the "flipped class" at <a href="http://learning4mastery.com/">http://learning4mastery.com/</a><br />This website showcases Aaron Sams explaining how he flipped his class: <a href="http://www.sciencematterswi.com/flipped-classroom">http://www.sciencematterswi.com/flipped-classroom</a><br /><br />The idea is basically an inversion of traditional teaching. Instead of lecturing during class time and then assigning homework to check for understanding, the teacher assigns a short vodcast (or webcast) of the lesson to be watched at home. The students come to class after watching the lesson and then use class time to complete activities based on the lesson and level of understanding. This provides the teacher with the class time to assess the understanding, and differentiate instruction for every student, every day in every class.<br /><br />This innovation in teaching practice is the most exciting concept I have heard of in a long time.<br /><br /><br /><br /><table class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;" align="center" cellpadding="0" cellspacing="0"><tbody><tr><td style="text-align: center;"><img alt="" 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<div class="MsoPlainText">Okay, let's be honest.<span style="mso-spacerun: yes;"> </span>We are muddling through this topic in most schools, unsure of the best way to use or not use cell phones, tablets, iPods, iPads, and other mobile devices.<span style="mso-spacerun: yes;"> </span>If the school offers free WiFi for school use then maybe we should think proactively instead of re-actively.<span style="mso-spacerun: yes;"> How can we turn the mobile device into an instrument of productivity?</span></div><div class="MsoPlainText"> <span style="mso-spacerun: yes;"> </span></div><div class="MsoPlainText"><span></span>Here are some thoughts and interesting websites:</div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText">1. A source of unlimited information to verify scientific claims.Students should be able to triangulate their supporting information of any scientific claim using reputable websites. The Media Awareness Network offers resources to teach media literacy: <a href="http://www.media-awareness.ca/english/teachers/index.cfm"> Media Awareness Network</a></div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText">2. A great tool to teach scientific literacy. Use Skeptic - Promoting Science and Critical Thinking: <a href="http://www.skeptic.com/reading_room/">http://www.skeptic.com/reading_room/</a></div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText"> </div><div class="MsoPlainText">3. An easy polling tool for those websites that use texting for responses. Use Poll Everywhere: <a href="http://www.polleverywhere.com/">http://www.polleverywhere.com/</a></div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText">4. QR codes can be used as quick links to websites, a virtually weightless dichotomous key on a field trip.</div><div class="MsoPlainText">QR codes can be attached to simple structures linking students to the physics of the device or the chemical or biological applications. Check out <a href="http://qrineducation.com/">http://qrineducation.com/</a> to get started. Or checkout 40 ways to use QR codes in the classroom: <a href="http://thoughtsontechnologyintegration.blogspot.com/2011/03/40-interesting-ways-to-use-qr-codes-in.html">http://thoughtsontechnologyintegration.blogspot.com/2011/03/40-interesting-ways-to-use-qr-codes-in.html</a></div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText">5. So many great apps for science that are highly engaging for students. <a href="http://teachwithyouripad.wikispaces.com/Science+Apps">http://teachwithyouripad.wikispaces.com/Science+Apps</a></div><div class="MsoPlainText"><a href="http://homepage.mac.com/swain/Macinchem/iPhone/mobile_apps.html">http://homepage.mac.com/swain/Macinchem/iPhone/mobile_apps.html</a></div><div class="MsoPlainText"><a href="http://appsineducation.blogspot.com/p/science-ipad-apps.html">http://appsineducation.blogspot.com/p/science-ipad-apps.html</a></div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText">6. Mobile devices have built in GPS so that students can engage in scavenger hunts or geocaching. Check out geocaching: <a href="http://www.geocaching.com/">http://www.geocaching.com/</a></div><div class="MsoPlainText">GPS lesson plans: <a href="http://www.gis2gps.com/GPS/lessonplans/gpsplans.htm">http://www.gis2gps.com/GPS/lessonplans/gpsplans.htm</a></div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText">7. Photography - really observing the nature of science and capturing the images! Use Wonderpoints as a structure for engaging curiosity: <a href="http://www.slideshare.net/bdodge/wonderpoints-a-framework-for-building-curiosity">http://www.slideshare.net/bdodge/wonderpoints-a-framework-for-building-curiosity</a></div><div class="MsoPlainText"><a href="http://www.slideshare.net/bdodge/wonderpoints-cue-2011">http://www.slideshare.net/bdodge/wonderpoints-cue-2011</a></div><div class="MsoPlainText"><a href="https://instructionaldesignfusions.wordpress.com/tag/wonderpoints/"></a>Cut and paste this link as it describes the process well: https://instructionaldesignfusions.wordpress.com/tag/wonderpoints/</div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText"><a href="http://www.blogger.com/goog_1140194386"></a></div><div class="MsoPlainText">8. Built in accelerometer for physics experiments. Check out: <a href="http://scienceblogs.com/dotphysics/2010/04/review_of_some_iphone_accelera.php">http://scienceblogs.com/dotphysics/2010/04/review_of_some_iphone_accelera.php</a></div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText">9. Useful wait time, instead of useless wasted time. </div><div class="MsoPlainText"><br />
</div><div class="MsoPlainText"><span style="mso-spacerun: yes;"></span>10. Just in time learning. The level of engagement will skyrocket!</div><div class="MsoPlainText"><span style="mso-spacerun: yes;"></span></div>Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-61865182080823663012011-06-16T10:00:00.006-06:002011-06-17T11:34:48.078-06:00Science and Understanding by DesignWhy teach Chemistry to Grade 5 students? This is the beginning conversation you would have with your grade 5 teaching colleagues if you were fortunate enough to be part of unit building with the Understanding by Design model.<br /><br />This model of professional development, in my opinion, is the best learning available for teachers. I have witnessed great collaboration, rich discussions around best teaching and assessment practices and the most thorough exploration of the Alberta program of studies.<br /><br />I facilitated this process at the high school level, focusing on Science 10, Chemistry 20, Biology 20 and Science 20. I can truly say that I am very impressed with the work that was done. This process has been used in our district across all grade levels and subject areas.<br /><br />The process begins with Stage 1: Identify Desired Results. Teachers pour over the front matter of the program of studies in an effort to distill out the "big idea" which answers the question, "why teach ** to grade ** students". For some of us it was the first time (since being in University) that we <span style="font-weight: bold;">carefully</span> read the front matter of the program of studies. Teachers then collaborate to determine what are the life long learnings from the program of studies and are referred to as "enduring understandings". Discussions revolve around what is essential, what is important to know and do and what is worth being familiar with. It is interesting when you hear, "I didn't know that isotopes are not part of the program of studies, I always teach them!" The next part of Stage 1 includes deciding on the "essential questions". The questions are fun to create. They are questions with no obvious answer, that spark debate and that lead to discussions that uncover the enduring understandings. Questions such as, "if you can't see it, is it there?" could lead to a conversation about the nature of gases. These questions are best written in student friendly language and posted in the classroom to encourage conversation.<br /><br />Next is Stage 2: Evidence of Understanding. I used to consider the unit exam to be this assessment piece and it came at the end of the unit. Using the UbD model, teachers decide on the assessment piece before the lessons are created so that the learning plan is carefully aligned. Also, the focus of the assessment is a "transfer task" where students transfer their learnings into a performance assessment where the work is truly authentic. Moreover, the transfer task is given out to the students at the beginning of the unit so they know exactly where there are headed.<br /><br />Stage 3 is the development of the learning plan. This is the hardest of the collaborative work. It takes a significant amount of time for teachers to create the lessons where the focus is on the demonstration of student understanding. Many secondary teachers have used the "worksheet" model of teaching. I'm not blaming anyone - I know that when you are working alone, it is very difficult to always teach for understanding. So, when teachers are given the gift of time and allowed to collaborate to create amazing lessons, then that is what happens. The quality of the lessons were remarkable!<br /><br />To see what can be created by 12 teachers in seven days, take a look at the Biology 20 UbD Teaser under the Tab, "Lesson Design" for just a teaser of what we created. As you will see the document is over 100 pages but I can only upload a mere 1.0 MB. Please remember that this was created by Edmonton Public Schools Teachers.<br /><br />UbD is a great model for teacher collaboration!Janehttp://www.blogger.com/profile/00849170879591693510noreply@blogger.com0tag:blogger.com,1999:blog-6940047384038729575.post-16714307745782889682011-06-13T09:56:00.004-06:002011-06-13T13:26:41.587-06:00True Investigation for Young StudentsImagine a classroom where the elementary teacher says to the students, "Investigate factors that affect the size of shadows". She then steps back and watches the young scientists at work. They quickly form groups of two to three, make a table with the headings, "manipulated variable, responding variable and control variables". Students enthusiastically begin brainstorming possible testable questions. Phrases such as, "how should we change the manipulated variable?", or "no, that isn't a measurable variable. Maybe we should pick length in centimeters" or, "should time of day be controlled?" Over the course of the next few days, the students work through their investigations testing their questions and analyzing their data.<br />
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Students are very capable of designing their own testable questions in science. Given a chance and enough practice students can learn more about real science and creative solutions than the current textbook publications can offer.<br />
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It is a real disservice to the children when we stifle their scientific creativity because of what we lack. I have noticed that a significant number of teachers tend to shy away from investigative science. They lack the background and confidence necessary to facilitate true investigations. What they don't know is that the method is quite simple and after a few practices, the students will really begin to understand the process.<br />
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When I taught junior high science, I used this method and the students would come to class excited and always asking, "what investigation are we doing today?" I was able to dangle the investigation carrot and use the process successfully about once every two weeks. It takes a significant amount of time but is well worth the effort. The students take real ownership of the learning, are truly engaged and become life long learners of science.<br />
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If you are interested in facilitating investigation in your classroom, I have posted the process under the tab, "Promoting Inquiry". If you have suggestions that will also improve science teaching, please leave a comment.Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com2tag:blogger.com,1999:blog-6940047384038729575.post-67634479401349227882011-06-06T12:36:00.003-06:002011-06-06T13:30:25.763-06:00Science Sucks at this SchoolI couldn't believe my ears. I had just walked through the halls of an Alberta K-12 school and overheard some teenage girls speaking of their science classes. What happens to kids to make them despise their science classes? Children are born scientists, constantly playing with their environments. They experiment, manipulate variables, measure, record and analyze during their formative years before schooling begins. I have witnessed my own children excited about their science classes in Grades one and two and by the time Grade three comes along the happiness starts to fade. And unfortunately too often junior and senior high school science hammers the last nail in the science coffin and students decide that science is too hard or just not for them. The passion of exploration is gone, curiosity stifled and authentic lab time almost gone. <br />
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My hope for this blog is to explore methods and best practices in science teaching across all grades and all sciences in an effort to engage students fully in science.Jane Dinerhttp://www.blogger.com/profile/18152249619367023324noreply@blogger.com0