Newton’s First Law Diagrams AP Physics C Mechanics MCQ – Exam Style Questions etc.
Newton’s First Law AP Physics C Mechanics MCQ
Unit 2: Force and Translational Dynamics
Weightage : 20-15%
Question
Blocks X and Y of masses 3.0 kg and 5.0 kg, respectively, are connected by a light string and are both on a level horizontal surface of negligible friction. A force F = 12 N is exerted on block Y, as shown in the figure above. What is the tension in the string connecting the two blocks?
(A) 1.5 N
(B) 4.0 N
(C) 4.5 N
(D) 7.5 N
(E) 12 N
Answer/Explanation
Ans:C
Question
A sphere of mass m is dropped from the top of a building and reaches the ground before achieving terminal velocity. The force of air resistance that acts on the sphere as it falls is given by \(F = −kv\) , where k is a positive constant and v is the velocity of the sphere. What happens to the magnitude of the sphere’s velocity and acceleration, and to the distance it falls during each second, as the sphere approaches the ground?
Magnitude of Velocity Magnitude of Acceleration Distance of Fall Each Second
(A) Increases Increases Increases
(B) Increases Decreases Increases
(C) Increases Decreases Decreases
(D) Decreases Increases Decreases
(E) Decreases Decreases Increases
Answer/Explanation
Ans:B
If the sphere never reaches terminal velocity, the resistive force will always be less than the force of gravity; thus, the net force and the acceleration will always be downward. Therefore, the magnitude of the sphere’s velocity will always be increasing. If the magnitude of the sphere’s velocity is always increasing, the distance fallen each second will be increasing. Also, if the sphere is speeding up, the resistive force increases, and the net force and acceleration decrease as the stone gets closer to the ground.
Question
Two blocks are joined by a light string that passes over the pulley shown above, which has radius R and moment of inertia I about its center. T1 and T2 are the tensions in the string on either side of the pulley and a is the angular acceleration of the pulley. Which of the following equations best describes the pulley’s rotational motion during the time the blocks accelerate?
(A) \(m_2gR = Ia\)
(E) \((m_2-m_1)gR = Ia\)
Answer/Explanation
Ans:D
Question
Two blocks of masses M and m, with M>m, are connected by a light string. The string passes over a frictionless pulley of negligible mass so that the blocks hang vertically. The blocks are then released from rest. What is the acceleration of the block of mass M?
(A)\(g\)
(B)\(\frac{M-m}{M}\)
(C)\(\frac{M+m}{M}\)
(D)\(\frac{M+m}{M-m}g\)
(E)\(\frac{M-m}{M+m}g\)
Answer/Explanation
Ans:E