Answer
$$9p^{2}-5p-20$$
Work Step by Step
First distribute the 3 located outside the first set of parenthesis, it will leave you with:
$$(24p^{2}-15p)-5(3p^{2}-2p+4)$$ Then distribute the -5 to the second set of parenthesis:
$$24p^{2}-15p-15p^{2}+10p-12$$ Then combine like terms to arrive at the final answer:
$$9p^{2}-5p-20$$
