Technology in the Classroom with Calculators and Probes
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This week we looked at some regression analysis much like the M&M activity that we did last week. We concluded the week with a cool technology exercise that used a probe which connects to a graphing calculator.
The type of probe that is something like:
https://www.vernier.com/product/easytemp/?srsltid=AfmBOopc2plpxeTLT4cvApLfJZOq9H3AYvPMdAQnBWNQHHtJ1NJpakyh
The probe connects to the calculator which has been loaded with some proprietary software that has various functions. One allows the probe to transmit temperature measures to the calculator.
It allows students to study Newton's Law of Cooling. There is a good worksheet that examines this observation: https://drive.google.com/file/d/1lLW4ukiSi1J7jUOpmpJuwvx-tF9B6nhK/view?usp=sharing
Where Newton's law of cooling states that:
We did not have a chance to complete the lab but the calculator did display a change in temperature that follows the above function. I don't know if this is physics, precalculus or calculus. However it is classified it will expose students to the fact that there are various attachments to calculators that allow them to directly observe physical quantities. It seems like students could use Newton's equation to deduce the outside temperature by observing how their liquid's temperature changes.
It would be cool to see a demonstration of something like: https://mathpix.com/handwriting-recognition
Because, for example:
It's something that I have noticed when I have classes where exams are given in handwritten format. In those cases, the examination itself increases retention. Others have observed this phenomenon in similar contexts.
3) https://www.frontiersin.org/journals/psychology/articles/10.3389/fpsyg.2023.1219945/full
4) https://www.washington.edu/news/blog/uw-prof-handwriting-engages-the-mind/
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