Time period of a simple pendulum is T .The time taken to complete 58 oscillations starting from mean positions is αβT The value of (α+β) is

58 oscillation = total oscillation −38 oscillation y=A/2t=T2+T12=7T12 ∝=7

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Time period of a simple pendulum is T .The time taken to complete $\frac{5}{8}$ oscillations starting from mean positions is $\frac{α}{β} T$ The value of $(α + β)$ is

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$\frac{5}{8}$ oscillation = total oscillation $- \frac{3}{8}$ oscillation
y=A/2
$t = \frac{T}{2} + \frac{T}{12} = \frac{7 T}{12}$
$\propto = 7$

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