Solve the equation \( m^{2}-16=0 \) by factoring. \[ m= \]

Solve the equation \( m^{2}-16=0 \). Solve the quadratic equation by following steps: - step0: Solve using square roots: \(m^{2}-16=0\) - step1: Add or subtract both sides: \(m^{2}=16\) - step2: Simplify the expression: \(m=\pm \sqrt{16}\) - step3: Simplify the expression: \(m=\pm 4\) - step4: Separate into possible cases: \(\begin{align}&m=4\\&m=-4\end{align}\) - step5: Rewrite: \(m_{1}=-4,m_{2}=4\) The solutions to the equation \(m^{2}-16=0\) by factoring are \(m=-4\) and \(m=4\).