MCQs / Physics / Circular and Rotational Motion
Circular and Rotational Motion MCQs — Physics (page 6) 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.
126. A point is 0.5 m from the axis of a wheel rotating at 10 rad/s. Its centripetal acceleration is: 5 m/s^2 100 m/s^2 50 m/s^2 25 m/s^2 Answer: C) 50 m/s^2
Explanation: a = romega^2 = (0.5)(10)^2 = 50 m/s^2. SLO P-11-B-08 · Understanding
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127. If a star collapses to a smaller radius, its rate of spin: stops increases greatly decreases stays the same Answer: B) increases greatly
Explanation: This is why neutron stars spin very fast. SLO P-11-B-20 · Application
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128. A perpendicular (deflecting) force of constant magnitude on a body moving at constant speed produces: simple harmonic motion a straight line uniform circular motion a parabola Answer: C) uniform circular motion
Explanation: Constant inward force at constant speed gives a circle. SLO P-11-B-10 · Understanding
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129. A conical pendulum's centripetal force is provided by: gravity alone the horizontal component of the string tension the vertical component of tension air drag Answer: B) the horizontal component of the string tension
Explanation: The vertical component balances the weight. SLO P-11-B-15 · Application
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130. Which statement about a geostationary satellite's crew (if any) is true? There is no gravity at that height They would feel weightless, though gravity acts on them They would be pressed to the floor They feel their full Earth weight Answer: B) They would feel weightless, though gravity acts on them
Explanation: All orbiting bodies are in free fall. SLO P-11-B-16 · Understanding
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131. Moment of inertia depends on: the angular velocity the mass only the mass and how it is distributed about the axis the torque applied Answer: C) the mass and how it is distributed about the axis
Explanation: I = sum mr^2. SLO P-11-B-18 · Application
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132. A cat twisting in mid-air to land on its feet uses: air resistance only conservation of angular momentum (rotating parts in opposite senses) conservation of linear momentum only gravity's torque Answer: B) conservation of angular momentum (rotating parts in opposite senses)
Explanation: Total L stays zero. SLO P-11-B-20 · Application
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133. An arc of length 10 m on a circle of radius 4 m subtends an angle of: 2.5 rad 5 rad 143 rad 1.25 rad Answer: A) 2.5 rad
Explanation: theta = sr = 104 = 2.5 rad. SLO P-11-B-07 · Understanding
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134. A wheel starts at 10 rad/s with angular acceleration 2 rad/s^2. In 6 s it turns through: 132 rad 48 rad 192 rad 96 rad Answer: D) 96 rad
Explanation: theta = omegai t + 12alpha t^2 = 96 rad (about 15.3 revolutions). SLO P-11-B-09 · Application
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135. 360^circ expressed in radians is: 2pi pi 4pi pi2 Answer: A) 2pi
Explanation: Multiply by pi180^circ: 360 pi180 = 2pi rad. SLO P-11-B-07 · Understanding
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136. If a body moves in a circle at constant speed, its kinetic energy: decreases stays constant becomes zero increases Answer: B) stays constant
Explanation: Speed is constant. SLO P-11-B-10 · Understanding
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137. A 70 kg body moves at 10 m/s in a circle of radius 20 m. The centripetal force is: 350 N 175 N 700 N 35 N Answer: A) 350 N
Explanation: F = mv^2r = 70 10^220 = 350 N. SLO P-11-B-14 · Application
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138. A torque of 4 N m acts on a wheel with I = 0.5 kg m^2. Its angular acceleration is: 16 rad/s^2 2 rad/s^2 8 rad/s^2 4 rad/s^2 Answer: C) 8 rad/s^2
Explanation: tau = Ialpha Rightarrow alpha = 40.5 = 8 rad/s^2. SLO P-11-B-19 · Application
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139. One radian is approximately: 1^circ 180^circ 3.14^circ 57.3^circ Answer: D) 57.3^circ
Explanation: 180^circpi approx 57.3^circ. SLO P-11-B-07 · Understanding
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140. The angle between the velocity and the centripetal acceleration in uniform circular motion is: 0^circ 180^circ 90^circ 45^circ Answer: C) 90^circ
Explanation: Velocity is tangent; acceleration is radial. SLO P-11-B-10 · Understanding
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141. Astronauts in an orbiting satellite feel weightless because: the satellite is outside the Earth's gravity they have no mass there is no gravity in space they and the satellite are in free fall together Answer: D) they and the satellite are in free fall together
Explanation: Everything falls with the same acceleration, so nothing presses on the floor. SLO P-11-B-16 · Understanding
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142. A body completes one revolution every 2 s. Its angular velocity is: 0.5 rad/s 1.57 rad/s 6.28 rad/s 3.14 rad/s Answer: D) 3.14 rad/s
Explanation: omega = 2piT = 2pi2 = 3.14 rad/s. SLO P-11-B-08 · Understanding
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143. A wheel starts at 5 rad/s with angular acceleration 0.5 rad/s^2. In 20 s it turns through: 200 rad 100 rad 300 rad 400 rad Answer: A) 200 rad
Explanation: theta = omegai t + 12alpha t^2 = 200 rad (about 31.8 revolutions). SLO P-11-B-09 · Application
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144. A solid disc of mass 4 kg and radius 0.3 m rotates about its central axis. Its moment of inertia is: 0.144 kg m^2 0.36 kg m^2 0.09 kg m^2 0.18 kg m^2 Answer: D) 0.18 kg m^2
Explanation: I = 12MR^2 = 0.18 kg m^2. SLO P-11-B-18 · Application
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145. The angular momentum of a particle of mass m moving at speed v in a circle of radius r is: mr^2 mv^2/r 12mv^2 mvr Answer: D) mvr
Explanation: L = mvr = mr^2omega. SLO P-11-B-18 · Application
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146. A person on a freely rotating stool holds weights at arm's length and then brings them in. The rotation: slows down reverses stops speeds up Answer: D) speeds up
Explanation: Moment of inertia decreases. SLO P-11-B-20 · Application
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147. Three masses of 1 kg each are at 1 m, 2 m and 3 m from an axis. Their moment of inertia about the axis is: 14 kg m^2 36 kg m^2 6 kg m^2 12 kg m^2 Answer: A) 14 kg m^2
Explanation: I = sum mr^2 = 1 + 4 + 9 = 14 kg m^2. SLO P-11-B-18 · Application
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148. When the skater pulls in her arms, her rotational kinetic energy: becomes zero decreases increases (she does work pulling her arms in) stays the same Answer: C) increases (she does work pulling her arms in)
Explanation: E = L^22I grows as I falls. SLO P-11-B-20 · Application
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149. A car turns a corner at steady speed. The horizontal force that makes it turn is: an outward centrifugal force friction between the tyres and the road, towards the centre the engine force forward air resistance Answer: B) friction between the tyres and the road, towards the centre
Explanation: Friction provides the centripetal force. SLO P-11-B-10 · Understanding
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150. Artificial gravity in a space station is produced by: switching on a gravity machine rotating the station so the floor pushes astronauts towards the centre adding heavy weights using magnets Answer: B) rotating the station so the floor pushes astronauts towards the centre
Explanation: The floor provides the centripetal force, which feels like weight. SLO P-11-B-17 · Understanding
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