A particle performing uniform circular motion has an angular momentum L. What will be its angular momentum, if its angular frequency is halved and kinetic energy is doubled?
Answers
Answered by
0
Answer:
The correct option is D L4
Kinetic energy in rotation is K=12Iω2=12(I×ω)×ω
⇒K=12Lω
⇒L=2Kω
So, L2L1=K2K1×ω1ω2=12×12
⇒L2L1=14
L2=L4
Explanation:
hope it helps you buddy!.
Similar questions