How do you get the algebraic expression for the velocity of a particle on a stri

Question

How do you get the algebraic expression for the velocity of a particle on a string as a transverse wave passes through it?

Take the derivative of the position function.

OR

Take the integral of the position function.

OR

Take the derivative of the acceleration function.

OR

Take the integral of the acceleration function.

Take the derivative of the position function.

OR

Take the integral of the position function.

OR

Take the derivative of the acceleration function.

OR

Take the integral of the acceleration function.

Explanation / Answer

The rate of change of displacement is called as velocity.

So the derivative of the position function gives the velocity. So first option is correct.

Take the derivative of teh position function.

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