QuestionDecember 21, 2025

Samuel spins a rubber stopper above his head.If he were to double the mass of the rubber stopper and keep the same centripetal acceleration, how would centripetal force change? F_(C) would quarter (1/4) F_(C) would double (2) F_(C) would quadruple (4) F_(C)wouldhalve(1/2)

Samuel spins a rubber stopper above his head.If he were to double the mass of the rubber stopper and keep the same centripetal acceleration, how would centripetal force change? F_(C) would quarter (1/4) F_(C) would double (2) F_(C) would quadruple (4) F_(C)wouldhalve(1/2)
Samuel spins a rubber stopper above his head.If he were to double the mass of the
rubber stopper and keep the same centripetal acceleration, how would centripetal
force change?
F_(C) would quarter (1/4)
F_(C) would double (2)
F_(C) would quadruple (4)
F_(C)wouldhalve(1/2)

Solution
4.6(221 votes)

Answer

F_{C} would double (2) Explanation 1. Write the centripetal force formula F_C = m a_c, where m is mass and a_c is centripetal acceleration. 2. Analyze effect of doubling mass If m doubles and a_c stays constant, F_C also doubles.

Explanation

1. Write the centripetal force formula<br /> $F_C = m a_c$, where $m$ is mass and $a_c$ is centripetal acceleration.<br />2. Analyze effect of doubling mass<br /> If $m$ doubles and $a_c$ stays constant, $F_C$ also doubles.
Click to rate:

Similar Questions