If the differential equation of the SHM of a body is represented by (d²x/dt²) + ω² = 0
then its natural frequency is given by _
(a) ω
(b) 2π/ω
(c) ω/2π
(d) ω/2π
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Answer:
c) ω/2π
Since ω=2π/T
Then T=1/f
therefore f=ω/2π
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