the period of a simple pendulum of length 80cm was found to have doubled when the length of the pendulum was increades by x. calculate x
T=2πlg,T=2\pi \sqrt{\frac{l}{g}},T=2πgl,
2T=2πl+xg,2T=2\pi \sqrt{\frac{l+x}{g}},2T=2πgl+x,
2lg=l+xg,2\sqrt{\frac{l}{g}}= \sqrt{\frac{l+x}{g}},2gl=gl+x,
4l=l+x,4l=l+x,4l=l+x,
x=3l,x=3l,x=3l,
x=3⋅80=240 cm.x=3\cdot 80=240~cm.x=3⋅80=240 cm.
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