Solve -left((-11)right)^3+5left((-11)right)^2+9(-11)+4

$$- { \left((-11) \right) }^{ 3 } +5 { \left((-11) \right) }^{ 2 } +9(-11)+4$$

Evaluate

$$1841$$

Solution Steps

Calculate -11 to the power of 3 and get -1331.

$$-\left(-1331\right)+5\left(-11\right)^{2}+9\left(-11\right)+4$$

The opposite of -1331 is 1331.

$$1331+5\left(-11\right)^{2}+9\left(-11\right)+4$$

Calculate -11 to the power of 2 and get 121.

$$1331+5\times 121+9\left(-11\right)+4$$

Multiply 5 and 121 to get 605.

$$1331+605+9\left(-11\right)+4$$

Add 1331 and 605 to get 1936.

$$1936+9\left(-11\right)+4$$

Multiply 9 and -11 to get -99.

$$1936-99+4$$

Subtract 99 from 1936 to get 1837.

$$1837+4$$

Add 1837 and 4 to get 1841.

$$1841$$

Factor

$$7\times 263$$