How Far Will a Puck Slide with Friction?

AI Thread Summary
A puck with an initial velocity of 7.5 m/s experiences a frictional force of 3.2 N while sliding on a horizontal surface. The calculations indicate that the puck will travel approximately 9.7 meters before coming to a stop. The initial attempt at solving the problem incorrectly applied constant velocity equations, leading to an overestimation of distance. The correct approach involves using the deceleration caused by friction to determine the stopping distance. Properly applying the equations of motion is essential for accurate results in physics problems.
Anuj Agarwal
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Homework Statement


A force of friction of 3.2N acts on a 1.1Kg puck while it is sliding along a horizontal surface. If the initial velocity of the puck was 7.5 m/s, how far will the puck travel before coming to rest?

Homework Equations

The Attempt at a Solution


The answer is 9.7M. Tried multiple time with different formulas but unable to derive at solution.
 
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Hi @Anuj Agarwal, Welcome to Physics Forums.

You need to show us at least one of your attempts in detail or your thread will be deleted. Just saying you tried and failed does not give us any basis upon which to help you.
 
Sorry. Here is my try: F =mxa hence a = f/m=3.2/1.1=2.9
A=v/s, hence s=v/a =7.5/2.9=2.58
Distance = velocityxtime = 7.5x2.58=19.3 m
 
The last line is wrong. This would only be true if the velocity were constant. The fact that your answer is twice as big as it should be should give you a clue.
 
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