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Rolling AP  Physics 1 MCQ

Rolling AP  Physics 1 MCQ – Exam Style Questions etc.

Rolling AP  Physics 1 MCQ

Unit 6: Energy and Momentum of Rotating Systems

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AP Physics 1 Exam Style Questions – All Topics

Exam Style Practice Questions, Rolling AP  Physics 1 MCQ

Question


 A uniform cylinder, initially at rest on a frictionless, horizontal surface, is pulled by a constant force F from time t = o to time t = T. From time t = Ton, this force is removed. Which of the following graphs best illustrates the speed, v, of the cylinder’s center of mass from t = o to t = 2T?

Answer/Explanation

Ans: B

The cylinder slides across the surface with acceleration a = F/m until time t = T, when a drops to zero (because F becomes zero). Therefore, from time t = o tot= T, the
velocity is steadily increasing (because the acceleration is a positive constant), but, at t = T, the velocity remains constant. This is illustrated in graph (B).

Question

The solid disk shown has mass M and radius R. The rotational inertia of the disk about axis 1, which passes through the disk’s center, is (1/2)\(MR^{2}\). What is the rotational inertia of the disk about axis 2, which is tangential to the disk’s edge?
(A) (3/2)\(MR^{2}\)
(B) (2/5)\(MR^{2}\)
(C) \(MR^{2}\)
(D) (1/3)\(MR^{2}\)
(E) (2/3)\(MR^{2}\)

Answer/Explanation

Ans:

A—Use the parallel axis theorem: \(I=I_{cm}+Mh^{2}\), where h is the distance between parallel axes. The rotational inertia through the object’s center of mass is (1/2)\(MR^{2}\). The distance between the two axes is R. So I = (1/2)\(MR^{2}\) + \(MR^{2}\) = (3/2)\(MR^{2}\).

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