Remove parentheses.
\[F=-\frac{3}{2}{}^{2.5}\sqrt{\times 3}\]
Cancel on both sides.
\[F=-\frac{3}{2}{}^{2.5}\sqrt{\times 3}\]
Use this rule: \(\frac{a}{b} \times \frac{c}{d}=\frac{ac}{bd}\).
\[F=-\frac{3{}^{2.5}\sqrt{\times 3}}{2}\]
Subtract \(F\) from both sides.
\[0=-\frac{3{}^{2.5}\sqrt{\times 3}}{2}-F\]
Subtract \(0\) from both sides.
\[0=-\frac{3{}^{2.5}\sqrt{\times 3}}{2}-F\times -0\]
Simplify \(F\times -0\) to \(0\).
\[0=-\frac{3{}^{2.5}\sqrt{\times 3}}{2}-0\]
Simplify \(-\frac{3{}^{2.5}\sqrt{\times 3}}{2}-0\) to \(-\frac{3{}^{2.5}\sqrt{\times 3}}{2}\).
\[0=-\frac{3{}^{2.5}\sqrt{\times 3}}{2}\]
Since \(0=-\frac{3{}^{2.5}\sqrt{\times 3}}{2}\) is false, there is no solution.
[No Solution]
