A 3.00-kg block is placed at the top of a track consisting of two frictionless quarter circles of radius R equal to 1.94 m connected by a 7.00-m-long, straight, horizontal surface (see the figure below). The coefficient of kinetic friction between the block and the horizontal surface is uk equal to 0.100. The block is released from rest. x=0 R 1) Find where the block stops, as measured from the left end of the horizontal surface, marked x = 0 o (Express your answer to three significant figures.) m the figure.
A 3.00-kg block is placed at the top of a track consisting of two frictionless quarter circles of radius R equal to 1.94 m connected by a 7.00-m-long, straight, horizontal surface (see the figure below). The coefficient of kinetic friction between the block and the horizontal surface is uk equal to 0.100. The block is released from rest. x=0 R 1) Find where the block stops, as measured from the left end of the horizontal surface, marked x = 0 o (Express your answer to three significant figures.) m the figure.
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
Transcribed Image Text:A 3.00-kg block is placed at the top of a track consisting of two frictionless quarter circles of radius R equal to 1.94 m
connected by a 7.00-m-long, straight, horizontal surface (see the figure below). The coefficient of kinetic friction
between the block and the horizontal surface is uk equal to 0.100. The block is released from rest.
V
x=0
R
1) Find where the block stops, as measured from the left end of the horizontal surface, marked x = 0 on the figure.
(Express your answer to three significant figures.)
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