Question

Factor by grouping. 30p2 – 1p – 20 ASAP

Answer 1

Answer:

$(6p-5)(5p+4)$

Step-by-step explanation:

We have been given an expression $30p^2-1p-20$. We are asked to factor our given expression by grouping.

First of all, we will split the middle term of our given expression into parts, whose product is $-600$ and whose sum is negative 1. We know such two numbers are $-\text{25 and 24}$.

$30p^2-25p+24p-20$

Make two groups:

$(30p^2-25p)+(24p-20)$

Factor out GCF of each group:

$5p(6p-5)+4(6p-5)$

$(6p-5)(5p+4)$

Therefore, the factored form of our given expression is $(6p-5)(5p+4)$.

Answer 2

(6p-5)(5p+4) would be your answer...