A ball of radius 'r' is made to oscillate in a bowl of radius 'R'. The time period of its oscillation will be (R > r) :

1
\(2\pi\sqrt\frac{r}{g}\)
2
\(2\pi\sqrt\frac{R}{g}\)
3
\(2\pi\sqrt\frac{R-r}{g}\)
4
\(2\pi\sqrt\frac{R+r}{g}\)

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