Why Is My Projectile Motion Calculation Using Two Angles Incorrect?

AI Thread Summary
The discussion revolves around a student's struggle with projectile motion calculations using two angles in a physics class. They initially faced difficulties in categorizing their question and sought help after coming close to the correct solution. The student realized their mistake was in defining the angle incorrectly, needing to use α - φ instead of just α. This correction led to the desired result in their calculations. The exchange highlights the importance of precise angle definitions in projectile motion problems.
ChrisEffinSmi
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First, I struggled with whether to put this in advanced or intro physics. I read the sticky, and since this is a 300 level class that is taken at the junior level in the physics BS program at my school, I put it here. If it's considered too simplistic for advanced physics, I apologize.

I've attempted a solution and come up with something painfully close to the desired result, and I have no idea where I'm going wrong. I would really appreciate some insight.


Homework Statement


http://usera.imagecave.com/hotrod73dart/homework/4.8.jpg


The Attempt at a Solution


http://usera.imagecave.com/hotrod73dart/homework/4.8attempted.jpg
 
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Your answer fits if you define "elevation" as being measured from horizontal and not from the slope as you have done it.
 
Oh gods! How stupid of me! My angle should be \alpha - \phi, not just \alpha. That makes my derived answer sin(\alpha-\phi)*cos(\alpha-\phi+\phi) = cos(\alpha)*sin(\alpha-\phi) which is, of course, the desired result. I should sleep more. Thanks for the reply!
 
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