A grandfather clock on earth has a pendulum with a period of 1.0. Calculate the length of the pendulum
Answer
the length of the pendulum
L=T2g4π=1∗2∗9.84∗3.14∗3.14=0.50mL=\frac{T^2g}{4\pi}\\=\frac{1*2*9.8}{4*3.14*3.14}\\=0.50mL=4πT2g=4∗3.14∗3.141∗2∗9.8=0.50m
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