Question

why every simple harmonic motion is a periodic motion where is the Converse need not be true?​

Answer 1

Explanation:

oscillatory motion under a retarding force proportional to the amount of displacement from an equilibrium position is called simple harmonic motion and periodc motion means motion repeated in equal intervals of time.. hence we can conclude that every SHM is periodic but converse is not true…

Answer 2

SIMPLE HARMONIC MOTION IS A TYPE OF PERIODIC MOTION IN WHICH THE RESTORING FORCE ACTS DIRECTLY PROPORTIONAL TO THE DISPLACEMENT AND ACTS IN THE DIRECTION OPPOSITE TO THAT OF DISPLACEMENT. THIS IS WHAT HAPPENS IN THE MOTION OF A SIMPLE PENDULUM AND THAT'S WHY EVERY SIMPLE HARMONIC MOTION IS A PERIODIC MOTION WHEREAS THE CONVERSE NEED NOT BE TRUE.

.

.

.

.

hope this helps you

please

mark as brainliest

follow me