Question

Solve the expression (9p + 5p^2 + 11r) + (-22 + 9r - 8r^2).

A) 18p^2 - 3r^2 - 13r - 22
B) 9p^2 + r^2 - 2r - 13
C) 14p + r^2 - 13r - 30
D) 18p^2 - 4r^2 - 13r - 22

Answer 1

To solve the expression (9p + 5p^2 + 11r) + (-22 + 9r - 8r^2), combine like terms to simplify the expression to 18p^2 - 3r^2 - 13r - 22.

Step-by-step explanation:

To solve the expression (9p + 5p^2 + 11r) + (-22 + 9r - 8r^2), we need to combine like terms. When we add the terms together, we get:

(9p + 5p^2 + 11r) + (-22 + 9r - 8r^2) = 9p + 5p^2 + 11r - 22 + 9r - 8r^2

Combining like terms, we simplify the expression to:

18p^2 - 3r^2 - 13r - 22