SHMEasy
Question
In SHM particle oscillates with frequency υ then find the frequency of oscillation of its kinetic energy.
Options
A.υ
B.υ/2
C.2υ
D.zero
Solution
X = A sin2πυt,
K.E. =
K(A2 − x2) =
(A2 − A2 sin2 2πυt) =
A2(1 + cos4πυt) =
A2(1 + cos4πυt)
Hence, the frequency of K.E. is 2υ.
K.E. =
Hence, the frequency of K.E. is 2υ.
Create a free account to view solution
View Solution FreeMore SHM Questions
The particle is executing S.H.M. on a line 4 cms long. If its velocity at mean position is 12 cm/sec, its frequency in H...Which out of the following is the state that was integrated in India after India became a republic :-...Which of the following fuctions represects a simple harmonic oscillation ?...The equation of motion of a particle is given by $x = asin(50t + \pi/3)cm$. The particle will come to rest at time $t_{1...When two mutually perpendicular simple harmonic motions of same frequency, amplitude and phase are superimposed...