MCQs / Physics / Circular and Rotational Motion
Circular and Rotational Motion MCQs — Physics (page 8) 186 multiple-choice questions on Circular and Rotational Motion from Physics, each with the correct answer and, where available, a teacher's explanation. Read through them to revise the chapter, then practise the same questions one by one to test yourself.
176. A disc's angular velocity changes from 50 rad/s to 0 rad/s in 10 s. Its angular acceleration is: -5 rad/s^2 5 rad/s^2 -10 rad/s^2 -2.5 rad/s^2 Answer: A) -5 rad/s^2
Explanation: alpha = omegaf - omegait = -5 rad/s^2. SLO P-11-B-08 · Understanding
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177. A person in a lift feels weightless when: the lift falls freely with acceleration g the lift moves up at constant speed the lift accelerates upward the lift is at rest Answer: A) the lift falls freely with acceleration g
Explanation: Then the floor exerts no force. SLO P-11-B-16 · Understanding
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178. A point is 2 m from the axis of a wheel rotating at 3 rad/s. Its centripetal acceleration is: 6 m/s^2 18 m/s^2 9 m/s^2 36 m/s^2 Answer: B) 18 m/s^2
Explanation: a = romega^2 = (2)(3)^2 = 18 m/s^2. SLO P-11-B-08 · Understanding
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179. A wheel starts at 10 rad/s with angular acceleration 2 rad/s^2. After 6 s its angular velocity is: 11 rad/s 13 rad/s 44 rad/s 22 rad/s Answer: D) 22 rad/s
Explanation: omegaf = omegai + alpha t = 10 + (2)(6) = 22 rad/s. SLO P-11-B-09 · Application
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180. A charged particle moving at right angles to a uniform magnetic field moves in a circle because: the field does work on it the force is parallel to its velocity the magnetic force is always perpendicular to its velocity its charge changes Answer: C) the magnetic force is always perpendicular to its velocity
Explanation: A perpendicular force provides centripetal force. SLO P-11-B-10 · Understanding
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181. For the same torque, a body with a larger moment of inertia has: zero angular velocity the same angular acceleration a larger angular acceleration a smaller angular acceleration Answer: D) a smaller angular acceleration
Explanation: alpha = tau/I. SLO P-11-B-19 · Application
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182. A flywheel speeds up from 0 rad/s to 20 rad/s while turning through 50 rad. Its angular acceleration is: 2 rad/s^2 8 rad/s^2 5 rad/s^2 4 rad/s^2 Answer: D) 4 rad/s^2
Explanation: omegaf^2 = omegai^2 + 2alphatheta Rightarrow alpha = 20^2 - 0^22(50) = 4 rad/s^2. SLO P-11-B-09 · Application
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183. Gyroscopes are used in: electric kettles light bulbs navigation systems of ships, aircraft and phones thermometers Answer: C) navigation systems of ships, aircraft and phones
Explanation: They sense rotation and keep a reference direction. SLO P-11-B-20 · Application
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184. One radian is the angle subtended at the centre by an arc: equal to the diameter of length 1 cm equal to the circumference equal in length to the radius Answer: D) equal in length to the radius
Explanation: theta = s/r = 1 when s = r. SLO P-11-B-07 · Understanding
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185. A bucket of water is swung in a vertical circle of radius 1 m. The minimum speed at the top so the water stays in is (g = 9.8 m/s^2): 3.13 m/s 1.57 m/s 6.26 m/s 4.43 m/s Answer: A) 3.13 m/s
Explanation: At the minimum speed, weight alone provides the centripetal force: mg = mv^2r Rightarrow v = gr = 3.13 m/s. SLO P-11-B-15 · Application
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186. Increasing the rotation speed of a centrifuge: increases the separating effect as omega^2 decreases separation reverses separation has no effect Answer: A) increases the separating effect as omega^2
Explanation: a = romega^2. SLO P-11-B-21 · Application
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