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An undated oscillator of mass m and natural frequency Wo moves under the action of an external force F=Fo sen(wt)! Starting from the equilibrium position with initial velocity zero. Find the deslocament x(t).

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Sin(wt), sorry

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Other answers:

\[F=F_0 \sin(\omega t)\]
and your looking for the displacement x(t) ?
\[F=m\ddot x\] \[x=\iint\frac Fm\text dt^2\]
The function x(t) that describes the positivos of the mass
\[x=\frac{F_0}{m}\iint \sin(\omega t)\cdot\text dt^2\]
can you see how i have arrived at the integral? can you evaluate the integral?
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