two particles of masses m, 2m are revolving along different circles of radii in the ration 2:3 whose time periods are in the ratio 2:3 the ratio of their angular momenta is
Answers
Answered by
2
answer wit explanation
F = mv²/R
sub. v =rw
F =mrw²
w (angular velocity) will be same as the time period is same......
F1 = mR1 W²
F2 = mR2W²
W(angular velocity) and mass are constant.
F1/F2 = R1/R2.
therefore= The ratio is R1:R2
Similar questions