A particle moves such that its acceleration ‘a’ is given by a
= – bx where x is the displacement from equilibrium position
and b is constant. The period of oscillation is
(a) 2 π/b (b) 2π/ √b
(c) √2 π / b (d) 2 √π / b
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ANSWER
a=−ω
2
x=−bx
Thus, ω=
b
Thus, T=
ω
2π
=
b
2π
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