A sinusoidal wave of wavelength 2.00m and amplitude 0.100 m travels on a string with a speed of 1.00 m/s to the right. At t = 0

Question

2 years ago

6

, the left end of the string is at the origin. For this wave, find.(e) the left end of the string.

1 answer:

Elanso [62] · Answer 1 · 2023-12-12T23:54:27+03:00

The left end of the string is given as y = - 0.100 sin (3.14t )

<h3>How to find the sinusoidal wave</h3>

We would have to create an equation of this form

The wave function equation

y = A sin ( π*x - ω* t )

When we put in the values that we have in the equation

y = 0.100 sin ( 3.14 x - 3.14 t )

Due to the fact that it is the left end of the string, the value that we would have for x is going to be 0, hence we would have

y = 0.100 sin (3.14 * (0) - 3.14t )

Then y would be 0.100 sin (- 3.14t )

This would give us the final equation

y = - 0.100 sin (3.14t )

Hence we would have the left end of the string as y = - 0.100 sin (3.14t )