**Simple Pendulum Oscillation**A small mass $ m $ is attached to a string of length $ L $ to create a simple pendulum that swings with a period $ T $.**Question:**Suppose the mass is cut in half, what might the new period of oscillation be?- A. $ 2T $- B. $ \frac{T}{2} $- C. $ T $ (selected)- D. $ \sqrt{2}T $**Additional Question:**An alien on Pluto has the exact same pendulum. What is the period of oscillation of the alien's pendulum in terms of $ T $, given that the acceleration due to gravity on Pluto is $ \frac{1}{16} $ of the acceleration due to gravity on Earth?$ T_{\text{Pluto}} = $ [Input Box]

Given (a) Mass = m Length = L Time period = T Find the new period of oscillation.…

Answered: A small mass m is attached to a string…

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