Expand.
\[-4625+8S-16=10S-12\]
Simplify \(-4625+8S-16\) to \(8S-4641\).
\[8S-4641=10S-12\]
Subtract \(8S\) from both sides.
\[-4641=10S-12-8S\]
Simplify \(10S-12-8S\) to \(2S-12\).
\[-4641=2S-12\]
Add \(12\) to both sides.
\[-4641+12=2S\]
Simplify \(-4641+12\) to \(-4629\).
\[-4629=2S\]
Divide both sides by \(2\).
\[-\frac{4629}{2}=S\]
Switch sides.
\[S=-\frac{4629}{2}\]
Decimal Form: -2314.5
S=-4629/2
