A harmonically moving transverse wave on a string has a maximum particle velocity and acceleration of 3 m/s and `90 m//s^(2)` respectively. Velocity of the wave is `20 m//s`. Find the waveform.

A transverse mechanical harmonic wave is travellling on a string. Maximum velocity and maximum acceleration of a particle on the string are 3m//s and 90 m//s^(2) , respectively. If the wave is travelling with a speed of 20 m//s on the string, write wave function describing the wave. \

A transverse mechanical harmonic wave is travellling on a string. Maximum velocity and maximum acceleration of a particle on the string are 3m//s and 90 m//s^(2) , respectively. If the wave is travelling with a speed of 20 m//s on the string, write wave function describing the wave. \

A transverse harmonic disturbance is produced in a string. The maximum transverse velocity is 3m//s and maximum transverse acceleration is 9om//s . If the wave velocity is 20 m//s then find the waveform.

The maximum transverse velocity and maximum transverse acceleration of a harmonic wave in a one - dimensional string are 1 ms^(-1) and 1 ms^(-2) respectively. The phase velocity of the wave is 1 ms^(-1) . The waveform is

The maximum transverse velocity and maximum transverse acceleration of a harmonic wave in a one - dimensional string are 1 ms^(-1) and 1 ms^(-2) respectively. The phase velocity of the wave is 1 ms^(-1) . The waveform is

A particle is moving with a uniform acceleration along a straight line AB. Its velocity at A and B are 2 m/s and 14 m/s respectively. Then

A transverse wave travelling in a string produce maximum transverse velocity of 3 m//s and maximum transverse acceleration 90 m//s^(2) in a particle. If the velocity of wave in the string is 20 m//s . Datermine the equation of the wave ?

A transverse wave travelling in a string produce maximum transverse velocity of 3 m//s and maximum transverse acceleration 90 m//s^(2) in a particle. If the velocity of wave in the string is 20 m//s . Datermine the equation of the wave ?

The maximum velocity and maximum acceleration of a particle in linear S.H.M. is 0.21m/s and 0.84 m/s^2 respectively . Find its period.