Solve (-10)^3-12(-10)+45(-10)-50

$$( - 10 ) ^ { 3 } - 12 ( - 10 ) + 45 ( - 10 ) - 50$$

Evaluate

$$-1380$$

Solution Steps

Calculate -10 to the power of 3 and get -1000.

$$-1000-12\left(-10\right)+45\left(-10\right)-50$$

Multiply 12 and -10 to get -120.

$$-1000-\left(-120\right)+45\left(-10\right)-50$$

The opposite of -120 is 120.

$$-1000+120+45\left(-10\right)-50$$

Add -1000 and 120 to get -880.

$$-880+45\left(-10\right)-50$$

Multiply 45 and -10 to get -450.

$$-880-450-50$$

Subtract 450 from -880 to get -1330.

$$-1330-50$$

Subtract 50 from -1330 to get -1380.

$$-1380$$

Factor

$$-1380$$