A prograssive wave is represented by ` y= 12 sin ( 5t -4x ) cm `.On this wave ,how far away are the two points having phase difference of ` 90^(@)` ?

A progressive wave is represented by y = 12 sin (5t - 4x) cm. On this wave, how far away are the two points having phase difference of 90^circ ?

A progressive wave is, y= 12 sin (5t - 4x) . On this wave how far away are the two points having a phase difference of 45^@) ?

A simple harmonic progressive wave is represented by y= A sin (100pi t +3x) .The distance between two points on the wave at a phase difference of (pi)/(3) radian is

The equation of a simple harmonic progressive wave is given by y = 12 sin (omega t-4x) m. What is the distance between 2 particles on the wave, having a phase difference of pi//2 ?

A simple harmonic progressive wave is represented as y = 0.03 sin pi(2t - 0.01x) m. At a given instant of time, the phase difference between two particles 25 m apart is

A standing wave is represented by Y= =A sin (100 t)cos (0.01x) A standing wave is represented by

The equation of a wave is represented by y= 10^(-4) sin[ 100 t -(x)/(10)] . The velocity of the wave will be

Two sound waves having a phase difference of 60^(@) have path difference of

A wave is represented by the equation y=0.5 sin (10 t-x)m . It is a travelling wave propagating along the + x direction with velocity