a transverse sinusoidal wave of amplitude a, wavelength λ and frequency is travelling on a stretched strength. the maximum speed of any point on the string is ν/10, where ν is the speed of propagation of the wave . if a = 10^-3
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Explanation:
Maximum speed of any point on the string =aω=a(2πf)
∴ =v10=1010=1 (Given, v=10m/s)
∴ 2πaf=1⇒ ∴f=12πa
a=10−3m(Given)
∴ f=12π×10−3=
Speed of wave v=fλ
∴ (10 m/s)=(1032πs−1)λ⇒ ∴λ=2π×10−2m
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