A particle is in simple harmonic motion with period t at time t is equal to zero it is at equilibrium point
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Answer:
Position of particle excecuting SHM.
x=Asinwt
Its velocity function is v=
dt
dx
=Aωcoswt
Kinectic energy K.E. =
2
1
mv
2
=
2
1
mA
2
ω
2
cos
2
ωt
⇒K.E.∝cos
2
ωt
But at t=
4
T
cos(ω
4
r
)=0⇒K.E=0
at t=
2
T
cos(ω
2
r
)=−1⇒K.E is maximum
at t=T cos(ωT)=1⇒K.E is maximum
Explanation:
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