To solve the equation \(-30(s - 10) = -180\), we can follow these steps:
-
Distribute the \(-30\): \[-30s + 300 = -180\]
-
Rearrange the equation: \[-30s + 300 = -180\]
-
Subtract 300 from both sides: \[-30s = -180 - 300\] \[-30s = -480\]
-
Divide both sides by \(-30\): \[s = \frac{-480}{-30}\] \[s = 16\]
So, the correctly ordered steps to solve the equation are:
- Distribute \(-30\).
- Rearrange.
- Subtract 300 from both sides.
- Divide both sides by \(-30\).
Final answer: \(s = 16\).