The time period of the variation of potential energy of a particle executing SHM with period T is

Question

The time period of the variation of potential energy of a particle executing SHM with period T is (A) (T/4) (B) T (C) 2T (D) (T/2)

Tardigrade Admin · Accepted Answer

In a complete cycle of SHM, potential energy varies for half the cycle and kinetic energy varies for the other half of the cycle. Thus, for a time period T, the potential energy varies for (T/2)time

Q. The time period of the variation of potential energy of a particle executing $S H M$ with period $T$ is

$\frac{T}{4}$

T

2T

$\frac{T}{2}$

$\frac{T}{3}$

In a complete cycle of SHM, potential energy varies for half
the cycle and kinetic energy varies for the other half of the
cycle. Thus, for a time period T, the potential energy varies
for $\frac{T}{2} t im e$

Q. The time period of the variation of potential energy of a particle executing SHM with period T is

4T​

T

2T

2T​

3T​

In a complete cycle of SHM, potential energy varies for half the cycle and kinetic energy varies for the other half of the cycle. Thus, for a time period T, the potential energy varies for 2T​time

Q. The time period of the variation of potential energy of a particle executing $S H M$ with period $T$ is

$\frac{T}{4}$

$\frac{T}{2}$

$\frac{T}{3}$

In a complete cycle of SHM, potential energy varies for half
the cycle and kinetic energy varies for the other half of the
cycle. Thus, for a time period T, the potential energy varies
for $\frac{T}{2} t im e$