Two wave functions in a medium along x direction are given by-
`y_1 = 1/(2+(2x-3t^(2))) m " "y_2 = -1/(2+ (2x+3t-6)^(2)) m` where x is in metres and t is in seconds

Two wave function in a medium along x direction are given by y_(1)=1/(2+(2x-3t)^(2))m , y_(2)=-1/(2+(2x+3t-6)^(2))m Where x is in meters and t is in seconds A. There is no position at which resultant displacement will be zero at all times B. There is no time at which resultant displacement will be zero everywhere. C. Both waves travel in same directions. D. Both waves travel in oppoisite directions.

Two wave function in a medium along x direction are given by y_(1)=1/(2+(2x-3t)^(2))m , y_(2)=-1/(2+(2x+3t-6)^(2))m Where x is in meters and t is in seconds

Two wave function in a medium along x direction are given by y_(1)=1/(2+(2x-3t)^(2))m , y_(2)=-1/(2+(2x+3t-6)^(2))m Where x is in meters and t is in seconds

A wave travels in a medium according to the equation of displacement given by y (x , t) = 0.03 sin {pi (2t - 0.01 x)} where y and x are in metres and t in seconds . The wavelength of the wave is ………. .

A wave equation which given the dispplacement along the y-direction is given by , y = 10^(-4)sin (60t +2x) where x and y are in matre and t is time in second. This represents a wave

A wave equation which given the dispplacement along the y-direction is given by , y = 10^(-4)sin (60t +2x) where x and y are in matre and t is time in second. This represents a wave