Find the sum or difference (10p - 4q^2 - q) - (q^2 - 7p + 9p^2)

A) 9p^2 - 5q^2 + 17p - q

B) - 9p^2 - 3q^2 + 17p - q

C) - 9p^2 - 5q^2 + 17p - q

D) - 9p^2 - 5q^2 + 3p - q

Question

Mathematics

Emilee

11 September, 07:19

Find the sum or difference (10p - 4q^2 - q) - (q^2 - 7p + 9p^2)

A) 9p^2 - 5q^2 + 17p - q

B) - 9p^2 - 3q^2 + 17p - q

C) - 9p^2 - 5q^2 + 17p - q

D) - 9p^2 - 5q^2 + 3p - q

+4

Answers (1)

Know the Answer?

Nina Montgomery · Answer 1

C) - 9p^2 - 5q^2 + 17p - q

Step-by-step explanation:

(10p - 4q^2 - q) - (q^2 - 7p + 9p^2)

10p - 4q^2 - q - q^2 + 7p - 9p^2

10p + 7p - 4q^2 - q^2 - 9p^2 - q

17p - 5q^2 - 9p^2 - q

-9p^2 - 5q^2 + 17p - q

Find the sum or difference (10p - 4q^2 - q) - (q^2 - 7p + 9p^2)A) 9p^2 - 5q^2 + 17p - qB) - 9p^2 - 3q^2 + 17p - qC) - 9p^2 - 5q^2 + 17p - qD) - 9p^2 - 5q^2 + 3p - q

Find the sum or difference (10p - 4q^2 - q) - (q^2 - 7p + 9p^2)

A) 9p^2 - 5q^2 + 17p - q

B) - 9p^2 - 3q^2 + 17p - q

C) - 9p^2 - 5q^2 + 17p - q

D) - 9p^2 - 5q^2 + 3p - q