Frictional Force: Inclined Projectile Returns with Half Speed

AI Thread Summary
A block projected up an incline at an angle theta returns to its starting point with half its initial speed. The main question is to determine the coefficient of kinetic friction affecting the block's motion. Participants suggest using the work-energy theorem to solve the problem. The discussion highlights confusion about the equations needed for the calculations. Understanding the relationship between speed, friction, and incline is essential for finding the solution.
zpt3593
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A block is projected up an incline making an angle theta with the horizontal. It returns to its initial position with half its initial speed.


I have absolutely no idea how to do this problem. I would think i would have to use the equation x = x +v(t) + (1/2)at^2 or maybe the equation x= (v^2) / (2ug)
 
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zpt3593 said:
A block is projected up an incline making an angle theta with the horizontal. It returns to its initial position with half its initial speed.


I have absolutely no idea how to do this problem
Neither do I. What was the actual question?.
 
A block is projected up an incline making an angle theta with the horizontal. It returns to its initial position with half its initial speed.

Find the coefficient of kinetic friction.

This was the original question.
 
Use the work energy theorem.
 
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