A standing wave of amplitude a, wavelength λ and frequency f is oscillating on a stretched string. The maximum speed at any point on the string is v10, where v is the speed of propagation of the wave. If a=10−3 m and v=10 ms−1, then λ and f are given by

A standing wave of amplitude a, wavelength λ and frequency f is oscil

1.	A standing wave of amplitude a, wavelength λ and frequency f is oscillating on a stretched string. The maximum speed at any point on the string is v10, where v is the speed of propagation of the wave. If a=10−3 m and v=10 ms−1, then λ and f are given by
Answer» A standing wave of amplitude $a,$ wavelength $λ$ and frequency $f$ is oscillating on a stretched string. The maximum speed at any point on the string is $\frac{v}{10}$ , where $v$ is the speed of propagation of the wave. If $a = 10^{- 3} m$ and $v = 10 {ms}^{- 1}$ , then $λ$ and $f$ are given by

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A standing wave of amplitude a, wavelength λ and frequency f is oscillating on a stretched string. The maximum speed at any point on the string is v10, where v is the speed of propagation of the wave. If a=10−3 m and v=10 ms−1, then λ and f are given by

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