A particle moves on the X-axis according to the equation x = x 0 sin2 ωt. The motion is simple harmonic
(a) with amplitude x 0
(b) with amplitude 2x 0
(c) with time period
(d) with time period
(d) with time period
Given equation:
x = xo sin2 ωt
⇒
Now, the amplitude of the particle is xo/2 and the angular frequency of the SHM is 2ω.
Thus, time period of the SHM =
Given equation:
x = xo sin2 ωt
⇒
Now, the amplitude of the particle is xo/2 and the angular frequency of the SHM is 2ω.
Thus, time period of the SHM =