Express acceleration of as a function of the listed components

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter7: Rotational Motion And Gravitation
Section: Chapter Questions
Problem 54AP: A 0.400-kg pendulum bob passes through the lowest part of its path at a speed of 3.00 m/s. (a) What...
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Consider the following pulley system (see photo). M1 and M2 are connected by massless inelastic string. Assuming the frictional force on the pulleys bearings is negligible. Express acceleration of as a function of the listed components. Then find the tension on the string.
2а.
State Newton's three laws of motion.
2b.
Show that the first law is a special case of the second law.
What is the origin of the frictional force between two objects sliding on each
other. Explain why frictional force is always acting in the opposite direction
of motion.
2с.
2d.
Consider a pulley system with two masses M1 and M2 (see figure 2)
connected by a massless inelastic string. M2=10M1 The string passes two
identical pulleys of mass M, and radius R, without slipping. The coefficient of
friction between M1 and the incline is µ. The incline makes an angle with
the horizontal. Assuming that the frictional force on the pulley's bearings is
negligible. Express the acceleration a of M2 as a function of µ, M1, Mz M, R
g, and o.
What is the tension T. on the string.
mp, Rp
Fig 2
Transcribed Image Text:2а. State Newton's three laws of motion. 2b. Show that the first law is a special case of the second law. What is the origin of the frictional force between two objects sliding on each other. Explain why frictional force is always acting in the opposite direction of motion. 2с. 2d. Consider a pulley system with two masses M1 and M2 (see figure 2) connected by a massless inelastic string. M2=10M1 The string passes two identical pulleys of mass M, and radius R, without slipping. The coefficient of friction between M1 and the incline is µ. The incline makes an angle with the horizontal. Assuming that the frictional force on the pulley's bearings is negligible. Express the acceleration a of M2 as a function of µ, M1, Mz M, R g, and o. What is the tension T. on the string. mp, Rp Fig 2
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