The equation of a wave travelling on a stretched string along the x-axis is `y = ae^(-(bx+ct))`. The direction of propagation of wave is

Equation of travelling wave on string

The equation of a wve travelling on a string stretched along the X-axis is given by y=Ad^(-(x/at/T)^2) a. Write the dimensions of A, a and T. b. Find the wave speed. c.In which direction is the wave travelling? d.Where is the maximum of the pulse located at t=T? At t=2T?

The equation of a wave travelling on a string stretched along the x-axis is given by y=A' where A, a and T are constants of appropriate dimensions

The equation of a wave travelling on a string stretched along the X-axis is given by y=Ae^(((-x)/(a) + (t)/(T))^(2) (a) Write the dimensions of A, a and T. (b) Find the wave speed. (c) In which direction is the wave travelling? (d) Where is the maximum of the pulse located at t =T and at t = 2T ?

The equation of a wave travelling on a string stretched along the X-axis is given by y=Ae^(((-x)/(a) + (t)/(T))^(2) (a) Write the dimensions of A, a and T. (b) Find the wave speed. (c) In which direction is the wave travelling? (d) Where is the maximum of the pulse located at t =T and at t = 2T ?

The equation of a wave travelling on a string stretched along the X-axis is given by y=Ae^(((-x)/(a) + (t)/(T))^(2) (a) Write the dimensions of A, a and T. (b) Find the wave speed. (c) In which direction is the wave travelling? (d) Where is the maximum of the pulse located at t =T and at t = 2T ?

If a wave is propagated along the stretched string in the form

The equation of a progressive wave traveling on a stretched string is y = 10sin 2pi ((t/0.02)-(x/100)) where x and y arein cm and t is in sec. What is the speed of the waves?