Kinematics problem - changing coordinates

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Homework Help Overview

The discussion revolves around a kinematics problem involving the analysis of motion along a slope, specifically considering the implications of changing the coordinate system to align with the slope direction.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants explore the feasibility of solving the problem by redefining the x-axis to align with the slope, questioning the impact of this change on the analysis of acceleration.

Discussion Status

Participants are actively engaging with the concept of coordinate transformation and its effects on the problem. Some have noted the potential complexity of the problem when approached with specific numerical values versus general variables.

Contextual Notes

There is a reference to the use of specific numbers in the problem, which may suggest a preference for numerical solutions over general analytical approaches. Additionally, there is a hint of skepticism regarding current teaching methods.

StillAnotherDave
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Homework Statement
Is it possible to solve this problem by changing the coordinate axes?
Relevant Equations
Kinematic equations
Hi folks,

See below for a solved question finding the down slope distance of an arrow. How easy would it be to solve this question by making the x-axis the slope direction?

1586512522048.png
 
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StillAnotherDave said:
How easy would it be to solve this question by making the x-axis the slope direction?
One way to find out is to do it ! You'll have acceleration on two axes.
 
Aha, yes horizontal acceleration is what I didn't consider.
 
StillAnotherDave said:
Homework Statement:: Is it possible to solve this problem by changing the coordinate axes?
Relevant Equations:: Kinematic equations

Hi folks,

See below for a solved question finding the down slope distance of an arrow. How easy would it be to solve this question by making the x-axis the slope direction?

View attachment 260327
It's interesting to see something as advanced as this done with specific numbers, rather than with general variables. It can't be any harder to do it generally.

But, I guess "plug-n-chug" is what's taught these days.
 
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Or is the exercise from an old book :wink: ?
 

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