2. In the diagram below, a stationary solid block of mass 0.15 kg slides down one ramp from point A and up the next ramp to point C, arriving with a velocity of 5m/s. 2.0m 0.50 m a. Write an equation that represents the motion of the block from point A to point C. Your equation should use letters & symbols from the problem, and fundamental constants, such
2. In the diagram below, a stationary solid block of mass 0.15 kg slides down one ramp from point A and up the next ramp to point C, arriving with a velocity of 5m/s. 2.0m 0.50 m a. Write an equation that represents the motion of the block from point A to point C. Your equation should use letters & symbols from the problem, and fundamental constants, such
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Hey! I was wondering if i could get some help answering a, b, and c in this physics question.

Transcribed Image Text:2. In the diagram below, a stationary solid block of mass 0.15 kg slides down one ramp from point
A and up the next ramp to point C, arriving with a velocity of 5m/s.
Paiske
2.0 m
0.50m
a. Write an equation that represents the motion of the block from point A to point C. Your
equation should use letters & symbols from the problem, and fundamental constants, such
as g.
b. Determine the amount of energy that is dissipated (or "lost") due to friction between the
ramp and the block.
c. Explain how your solution demonstrates the application of the conservation of energy.
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