## Filters

Clear All
The given function does not represent periodic motion.
The given function is exponential and therefore does not represent periodic motion.
Here each individual functions are SHM. But superposition is not SHM. The function represents periodic motion but not SHM.
The function represents SHM with a period of
The two functions individually represent SHM but their superposition does not give rise to SHM but the motion will definitely be periodic with a period of
Since the above function is of form  it represents SHM with a time period of
The x-t plots for linear motion of a particle in Fig. 14.23 (b) and (d) represent periodic motion with both having a period of motion of two seconds.
(a) Periodic but not S.H.M. (b) S.H.M. (c) S.H.M. (d) Periodic but not S.H.M.M [A polyatomic molecule has a number of natural frequencies, so its vibration is a superposition of SHM’s of a number of different frequencies. This is periodic but not SHM]
(a) The motion is not periodic though it is to and fro. (b) The motion is periodic. (c) The motion is periodic. (d) The motion is not periodic.
Exams
Articles
Questions