Circular Motion Test. 3

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Circular Motion Test. 3

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1) The linear acceleration of a point on a rotating wheel is the vector sum of its tangential acceleration and:

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2) For a conical pendulum, the centripetal force is provided by:

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3) Why doesn't water fall out of a bucket swirled in a vertical circle?

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4) For an object in equilibrium, the net torque acting on it must be:

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5) The total energy of a satellite in a stable orbit is:

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6) A person's weight at the North Pole is W. Their apparent weight at the equator is:

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7) A wheel with angular momentum 10 J·s is stopped by a 2 N·m torque. How long does it take?

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8) Which law explains why a spinning top remains upright?

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9) Escape velocity is √2 times the:

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10) Communication satellites are usually placed in which type of orbit?

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11) The moment of inertia of a body does NOT depend on:

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12) The rate of change of angular momentum is equal to the:

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13) A body rotates through an angle of 3 revolutions. The angle in radians is:

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14) Tangential acceleration in circular motion changes the object's:

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15) A hoop and a solid disk (same mass/radius) are released from an incline. The hoop's speed at the bottom will be:

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16) If Earth shrank to half its radius (mass constant), the length of a day would be:

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17) For a rolling sphere, what is the ratio of rotational KE to total KE?

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18) The term 'g' in artificial gravity (e.g., '2g') refers to:

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19) A point P on the rim of a rolling wheel has maximum velocity when it is:

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20) If a body is in rotational equilibrium, which statement must be true?

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