A vibrating tuning fork generates a wave given by y=0.1sinπ(0.1x−2t) where x and y are in metre and time t in second. The distance travelled by the wave while the fork completes 25 vibrations is

A vibrating tuning fork generates a wave given by y=0.1sinπ(0.1x−2t

1.	A vibrating tuning fork generates a wave given by y=0.1sinπ(0.1x−2t) where x and y are in metre and time t in second. The distance travelled by the wave while the fork completes 25 vibrations is
Answer» A vibrating tuning fork generates a wave given by $y = 0.1 sin π (0.1 x - 2 t)$ where $x$ and $y$ are in $metre$ and time $t$ in $second$ . The distance travelled by the wave while the fork completes $25$ vibrations is

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A vibrating tuning fork generates a wave given by y=0.1sinπ(0.1x−2t) where x and y are in metre and time t in second. The distance travelled by the wave while the fork completes 25 vibrations is

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