If the particle repeats its motion after a fixed time interval of 8 s then after how much time its maximum value of PE will be attained after attaining its minimum value?

Question

If the particle repeats its motion after a fixed time interval of 8 s then after how much time its maximum value of PE will be attained after attaining its minimum value? (A) 2 s (B) 4 s (C) 8 s (D) 1 s

Tardigrade Admin · Accepted Answer

T=8 s Maximum value of potential energy is reached two times per oscillation which is (T/4) time away from mean position which has minimum value at position.

Q. If the particle repeats its motion after a fixed time interval of $8 s$ then after how much time its maximum value of PE will be attained after attaining its minimum value?

2 s

4 s

8 s

1 s

$T = 8 s$
Maximum value of potential energy is reached two times per oscillation which is $\frac{T}{4}$ time away from mean position which has minimum value at position.

Q. If the particle repeats its motion after a fixed time interval of 8s then after how much time its maximum value of PE will be attained after attaining its minimum value?

2 s

4 s

8 s

1 s

T=8s Maximum value of potential energy is reached two times per oscillation which is 4T​ time away from mean position which has minimum value at position.

Q. If the particle repeats its motion after a fixed time interval of $8 s$ then after how much time its maximum value of PE will be attained after attaining its minimum value?

$T = 8 s$
Maximum value of potential energy is reached two times per oscillation which is $\frac{T}{4}$ time away from mean position which has minimum value at position.