A particle of mass `M` is revolving along a circule of radius `R` and nother particle of mass `m` is recolving in a circle of ra

A particle of mass `M` is revolving along a circule of radius `R` and nother particle of mass `m` is recolving in a circle of radius `r`. If time periods of both particles are same, then the ratio of their angular velocities is
A. `1`
B. `R/r`
C. `r/R`
D. `sqrt(R/r)`

A particle of mass `M` is revolving along a circule of radius `R` and nother particle of mass `m` is recolving in a circle of radius `r`. If time peri

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