The horizontal distance between a point of equilibrium on a wave and the middle of a crest is 2.50 m. What is the period if the wave travels 20.0 m in 35.0 s?
Gives
A=2.50m
x=2.50m
t=35.0sec
v=Awv=Awv=Aw
v=2.50×2πT→equation(1)v=2.50\times\frac{2\pi}{T}\rightarrow equation(1)v=2.50×T2π→equation(1)
v=xT=2035→(2)v=\frac{x}{T}=\frac{20}{35}\rightarrow(2)v=Tx=3520→(2)
Equation (1) and(2) are equal
2035=2.50×2πT\frac{20}{35}=2.50\times\frac{2 \pi}{T}3520=2.50×T2π
T=28 sec
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