A pendulum of length 21 cm oscillates through an angle of 36° find the length of its path
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length of path l=13.188cm.
Step-by-step explanation:
A pendulum length 21cm oscillates through an angel an of 36.we need to find the length of path.
Since we know the formula from the trigonometry l=rθ
where l=length of path, r=length of pendulum ,θ=angle
since it is given in question l=? r=21cm, θ=36°
since we need to convert the degree in to radians
So applying the 180 degree=\pi radians180degree=πradians
so,36 degree =0.628radian36degree=0.628radian
Apply l=rθ
we get l=21\times0.628l=21×0.628
so we get l=13.188cm
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