किसी तरंग की समीकरण `y=Acos""(2pix)/(lambda ) sin ""(2pivt)/(lambda )` है|यह तरंग है-

Predict for the wave y = A cos.(2pix)/(lambda) sin ((2pivt)/(lambda))

If a wave is represented by the following equation y=A cos (2pix)/(lambda) sin (2pivt)/(lambda) then it is a :

The equation of the stationary wave is y = 2 A sin (( 2 pi c t)/( lambda)) cos (( 2 pi x)/( lambda)) Which of the following statements is wrong?

The equation of the stationary wave is y = 2 A sin (( 2 pi c t)/( lambda)) cos (( 2 pi x)/( lambda)) Which of the following statements is wrong?

The equation of a stationary wave is y=2A sin((2pict)/lambda) cos ((2pix)/lambda) Which of the following is correct?

The equation of a stationary wave is y=2A sin((2pict)/lambda) cos ((2pix)/lambda) Which of the following is wrong?

The equation of a stationary wave is y=2A sin((2pict)/lambda) cos ((2pix)/lambda) Which of the following is correct?

Discuss the result of superposition of two waves y_(1) = A"sin" (2pi)/(lambda_(1)) (Vt - x) and y_(2) = A "sin" (2pi)/(lambda_(2)) (Vt-x) [here lambda_(1) is slightly greater than lambda_(2) ] .

The stationary wave produced in a stretched string is given by Y=A Cos ((2pix)/lambda) sin ((2pit)/T) The corresponding progresing wave has an amplitude equal to