Question

State an equation of simple harmonic progressive wave travelling

in the negative direction of X - axis. ​

Answer 1

Answer:

hope it will help you

Explanation:

y(x, t) = a sin (kx + ωt + φ ), The above equation represents a transverse wave moving along the negative direction of the X-axis.

Answer 2

An equation of simple harmonic progressive wave travelling in the negative direction of X-axis is:

y(x, t) = asin (kx + ωt + φ )

where,

"y" is the displacement of the particle travelling in the progressive wave.

"a" is the amplitude of the wave.

"k" is the

"ω" is the angular velocity of the wave.

"t" is the time taken by the wave to travel on X-axis.

"φ" is the phase difference.

"K" is the force constant.

Also, the distance travelled is of sine function and the graph is parabolic.