The equation of a wave is, `y = 1.5 sin (314 t - 12.56 x)m`. The phase difference between two points 7.5 m apart is

The equation of the progressive wave, where t is the time in second , x is the distance in metre is y= A cos 240 (t-(x)/(12)) . The phase difference ( in SI units ) between two position 0.5 m apart is

The equation of the progressive wave, where t is the time in second , x is the distance in metre is y= A cos 240 (t-(x)/(12)) . The phase difference ( in SI units ) between two position 0.5 m apart is

The wavelength of a travelling wave is 2 m. What is the phase difference between two particles 1 m apart.in the path of the wave.

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 progressive wave is given by y(x,l) = B cos (300 t - 0 . 15 x) where x and y are in cm and t in second . What is the (i) direction of propagation, (ii) wavelength , (iii) frequency, (iv) wave speed and (v) phase difference between two points 0 . 2 m apart ?

The equation of a progressive wave is y = 0.4 sin 2pi [(t)/(0.02) - (x)/(60)] , where x is in cm. Thenn the phase difference between two points separated by 6 cm at any instant is

A simple harmonic wave has the equation y=3.5sin(314t-1.57x) where time is measured in second, x in metre and y in c.m. Calculate (a) Frequency (b) Wavelength of the wave Another wave has the equation y=0.1sin(314t-1.57x+1.57) Calculate the phase difference between this wave and the wave represented by the earlier wave equation.

A plane progressive wave is given by y=0.3 sin ((220)/(7) t -25.12x) Find the wavelength and the phase difference between two points at r= 0.3 m and r=0.425 m. Also find the maximum particle velocity.