Draw a displacement-distance graph for two waves A and B such that
the amplitude of wave A is three times that of wave B.

Open in App

Solution

Hi,
There might be an error in your question, since, “displacement-distance” has no significance. However, I shall provide you with the displacement-time graph of the two waves.
Suppose the displacement equation of wave A is, Y_A = a sin(ωt)
The displacement equation of wave B is, Y_B = (3a) sin(ωt)
The displacement-time graph of the two waves would look like:

Suggest Corrections

Similar questions

Draw a displacement- distance graph of a wave and mark on it, the amplitude of wave by the letter a and wavelength of wave by the letter $λ$ .

The displacement-distance graph for a particle in a wave is shown below. Then the value of 'R' is ___ , if,

$(2 λ + R i s 3 t i m e s t h e a m p l i t u d e o f t h e w a v e)$

The displacement-distance graph for a particle in a wave is shown below. Then the value of 'R' is______, if,

$(2 λ + R i s 3 t i m e s t h e a m p l i t u d e o f t h e w a v e)$ where $λ$ is the wavelength.

Join BYJU'S Learning Program