7. The figure illustrates that a particle of mass m slides without friction inside a hemispherical bowl of radius $R$. If the particle starts from rest with a small displacement from equilibrium, it moves in simple harmonic motion with an oscillating angular frequency $\omega$. Find the corresponding period $T$.
(A) $\sqrt{g / R}$
(B) $2\pi \sqrt{g / R}$
(C) $2\pi \sqrt{2R / g}$
(D) $2\pi \sqrt{R / g}$
(E) $2\pi \sqrt{R / 2g}$

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