A particle in SHM has displacement x given by x is equal to 3 cos(5πt+π) where x is the metre and t is in second. where is the particle at t=0 and t=1/2s?
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Answer:
x=5sinπt+12sin(πt+π/2)
=5sinπt+12cosπt
=13sin(πt+θ) where cosθ=5/12
Amplitude, A=max(x)=13 cm
Time period, T=2π/ω=2π/π=2 s
Initial phase, α=∠(x)
t=0
=θ
α=cos
−1
(5/12)
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