The displacement of an object is given by x =sin2pi (t+0.01)m. Find amplitude of the oscillatory motion ,time period, maximum velocity , maximum acceleration and initial displacement
A=1 m,A=1~m,A=1 m,
T=2πω=1 s,T=\frac{2\pi}{\omega}=1~s,T=ω2π=1 s,
v=ωA=6.3 ms,v=\omega A=6.3~\frac m s,v=ωA=6.3 sm,
a=ωv=39.5 ms2,a=\omega v=39.5~\frac m{s^2},a=ωv=39.5 s2m,
x0=sin0.02π=0.06 m.x_0=\sin 0.02\pi=0.06~m.x0=sin0.02π=0.06 m.
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