Solve -10p^2+16p^2+4p

$$- 10 p ^ { 2 } + 16 p ^ { 2 } + 4 p$$

Factor

$$2p\left(3p+2\right)$$

Solution Steps

Factor out 2.

$$2\left(-5p^{2}+8p^{2}+2p\right)$$

Consider -5p^{2}+8p^{2}+2p. Factor out p.

$$p\left(-5p+8p+2\right)$$

Consider -5p+8p+2. Multiply and combine like terms.

$$3p+2$$

Rewrite the complete factored expression.

$$2p\left(3p+2\right)$$

Evaluate

$$2p\left(3p+2\right)$$

Solution Steps

Combine -10p^{2} and 16p^{2} to get 6p^{2}.

$$6p^{2}+4p$$