The equation for a wave travelling in x-direction on a string is :
`y = (3 cm) sin [(pi cm^(-1)) x - (314)s^(-1)t]`
Then find acceleration of a particle at `x = 6` cm at `t = 0.11` sec-

The equation for a wave travelling in x-direction on a string is y = (3.0cm)sin[(3.14 cm^(-1) x - (314s^(-1))t] (a) Find the maximum velocity of a particle of the string. (b) Find the acceleration of a particle at x =6.0 cm at time t = 0.11 s.

The equation for a wave travelling in x-direction on a string is y = (3.0cm)sin[(3.14 cm^(-1) x - (314s^(-1))t] (a) Find the maximum velocity of a particle of the string. (b) Find the acceleration of a particle at x =6.0 cm at time t = 0.11 s.

The equation for a wave travelling in x-direction 0n a string is y = (3.0 cm) sin [(3.14 cm^(-1) x -(314 s^(-1)t] (a) Find the maximum velocity of a particle of the string. (b) Find the acceleration of a particle at x = 6.0 cm at time t = 0.11 s

The equation for a wave travelling in x-direction 0n a string is y = (3.0 cm) sin [(3.14 cm^(-1) x -(314 s^(-1)t] (a) Find the maximum velocity of a particle of the string. (b) Find the acceleration of a particle at x = 6.0 cm at time t = 0.11 s

The equation for a wave travelling in x-direction on a string is y =(3.0cm)sin[(3.14 cm^(-1) x - (314s^(-1))t] (a) Find the maximum velocity of a particle of the string. (b) Find the acceleration of a particle at x =6.0 cm at time t = 0.11 s.

The equation of a travelling wave on a string is y = (0.10 mm ) sin [31.4 m^(-1) x + (314s^(-1)) t]

The equation of a wave travelling on a string is y = (0.10 mm) sin [(31.4 m^(-1)) x + (314 s^(-1))t] (a) In which direction does the travel? (b) Find the wave speed, the wavelength and the frequency of the wave. ( c ) What is the maximum displacement and the maximum speed of a portion of the string?

The equation of a wave travelling on a string is y = (0.10 mm) sin [(31.4 m^(-1)) x + (314 s^(-1))t] (a) In which direction does the travel? (b) Find the wave speed, the wavelength and the frequency of the wave. ( c ) What is the maximum displacement and the maximum speed of a portion of the string?