(Solved): Figure 1: Flywheel actuated by a piston system The flywheel shown above is rotated with a piston. T ...

Figure 1: Flywheel actuated by a piston system The flywheel shown above is rotated with a piston. The piston can move leftright and the flywheel can rotate freely. In its current state, the connecting arm creates a 90 -degree angle between the flywheel and the piston, $30?40?50\mathrm{mm}$ triangle. The flywheel has a mass of $m=2\mathrm{kg}$ A force $\mathbf{F}$ is applied to the piston and the flywheel accelerates at $?=100\mathrm{rad}/{\mathrm{s}}^2$. a. Draw $\times 2$ free body diagrams: (1) the flywheel $(2)$ the connecting arm b. The connecting arm is light enough to ignore mass, so $?F=?M=0$, but the flywheel has a moment of inertia, $I=\frac{m{r}^2}{2}$. Using $?M=I?$, what is the force, $\mathbf{F}$ that creates the flywheel acceleration?