Answer
9$p^{2}$ - 5p - 20
Work Step by Step
1. Apply the distributive property.
3(8$p^{2}$ - 5p) - 5(3$p^{2}$ - 2p + 4)
= 3(8$p^{2}$) + 3(-5p) - 5(3$p^{2}$) - 5(-2p) - 5(4)
= 24$p^{2}$ - 15p - 15$p^{2}$ + 10p - 20
2. Group like terms together.
(24$p^{2}$ - 15$p^{2}$) + (-15p + 10p) - 20
3. Add like terms.
9$p^{2}$ - 5p - 20
