A mass m = 2kg is placed at the end of a horizontal spring that has a spring constant k = 500N/m and is compressed to a distance of x = 0.1m from its relaxed point. The spring is the released, shooting the mass horizontally along a track. The mass starts up a 30 degree incline with coefficient of friction µk = 0.4. a. What is the initial energy of the mass shot forward by the spring? b. What distance along the incline does the mass travel? c. If the coefficient of static friction is zero, will the mass fall back down the ramp after reaching the top of its motion? Why? d. If the mass does fall back onto the spring after sliding back down the ramp, how much will the spring be compressed?
A mass m = 2kg is placed at the end of a horizontal spring that has a spring constant k = 500N/m and is compressed to a distance of x = 0.1m from its relaxed point. The spring is the released, shooting the mass horizontally along a track. The mass starts up a 30 degree incline with coefficient of friction µk = 0.4. a. What is the initial energy of the mass shot forward by the spring? b. What distance along the incline does the mass travel? c. If the coefficient of static friction is zero, will the mass fall back down the ramp after reaching the top of its motion? Why? d. If the mass does fall back onto the spring after sliding back down the ramp, how much will the spring be compressed?
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A mass m =
2kg is placed at the end of a horizontal spring that has a spring
constant k = 500N/m and is compressed to a distance of x = 0.1m from its relaxed
point. The spring is the released, shooting the mass horizontally along a track. The mass
starts up a 30 degree incline with coefficient of friction uk = 0.4.
a. What is the initial energy of the mass shot forward by the spring?
b. What distance along the incline does the mass travel?
c. If the coefficient of static friction is zero, will the mass fall back down the ramp
after reaching the top of its motion? Why?
d. If the mass does fall back onto the spring after sliding back down the ramp, how
much will the spring be compressed?
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