How can a simulation improve understanding of the inclined plane for students?

AI Thread Summary
The discussion centers on a teacher's initiative to create a Geogebra simulation to help students understand the inclined plane and the forces involved. The simulation is available for free download, and the teacher seeks feedback on its effectiveness. Participants express concerns about the reliability of simulations versus real experiments, emphasizing the importance of students engaging with mathematical concepts directly. There is a consensus that combining real-world experiments with simulations can enhance understanding, but students must be taught to differentiate between effective educational tools and mere entertainment. Ultimately, the true measure of the simulation's success will be its impact on students' performance in exams and practical applications.
Christian Turre
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Hi.

As a teacher I know that many of my students find it difficult to understand the inclined plane and the forces involved. So I decided to create a simulation using geogebra. I uploaded a video to Youtube showing how the simulation works:



The simulation is free to download if you want to try it out. What do think of my simulation, is it helpful? Do let me know! Get the simulation here: https://dl.dropboxusercontent.com/u/3906570/Inclined_plane.ggb
 
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If your students find it hard, give them a trolley, a variably inclined plane and a spring. That should sort out the conceptual aspects of it - even if their results aren't perfect.
I am glad I am not a student these days. I would suspect every simulation because I would be playing computer games in my spare time and we all know they are only as factual as the author chooses to make them. The only 'simulation' you can trust is the Mathematical Model.
 
sophiecentaur said:
If your students find it hard, give them a trolley, a variably inclined plane and a spring. That should sort out the conceptual aspects of it - even if their results aren't perfect.
I am glad I am not a student these days. I would suspect every simulation because I would be playing computer games in my spare time and we all know they are only as factual as the author chooses to make them. The only 'simulation' you can trust is the Mathematical Model.
I agree. Using only "computer games" is not my way of teaching. But sometimes I find that the mix of real experiments combined with computer aided simulations can increase the students understanding.
 
Christian Turre said:
I agree. Using only "computer games" is not my way of teaching. But sometimes I find that the mix of real experiments combined with computer aided simulations can increase the students understanding.
I guess it could be argued that students need to have the difference between proper simulations and computer games spelled out to them, so your point is a fair one. However, it is essential that they should be doing the Maths themselves and not think that the simulation is the whole story.
I get the impression that many of the EE students (in particular) who post here have never done a serious calculation or connected up an actual circuit. That sort of virtual world is not a real education.
 
Christian Turre said:
Hi.

As a teacher I know that many of my students find it difficult to understand the inclined plane and the forces involved. So I decided to create a simulation using geogebra. I uploaded a video to Youtube showing how the simulation works:



The simulation is free to download if you want to try it out. What do think of my simulation, is it helpful? Do let me know!


The proof will be whether the students who find the inclined plane difficult to understand find this helpful.
 
PeroK said:
The proof will be whether the students who find the inclined plane difficult to understand find this helpful.
And whether it actually results in their being able to apply what they feel they understand when answering exam questions and dealing with real situations.
But I have to approve of any feel - good factor that any teaching method can produce.
 
PeroK said:
The proof will be whether the students who find the inclined plane difficult to understand find this helpful.
We have a test in June. So then I'll have "the proof".
 
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