Question

What is the acceleration of a particle in simple harmonic motion when it's phase is πradian? ​

Answer 1

Answer:

hey Bobby❤️

Explanation:

here is your answer

The acceleration of a particle in simple harmonic motion is the second derivative of the distance response after the inverse of the transcendental function is made because of the π phase

$\sin(wt + \pi) = \sin(wt) \cos(\pi) + \sin(\pi) \cos(wt) = - \sin(wt)$

so

$v \: (t) = x(t) = {w}^{2} a \sin(wt)$

And

$a(t) = v(t) = {w}^{2} a \sin(wt )$

SHM A and X are dephased by π

$thaknku \\ bomb$

❤️