Question

simplify the expression. \\((6p + 4p^5 + 11p^3) + (-4p^2 - p^5 + 4p)\\) \\(3p^5 + 11p^3 - 18p^2 + 10p\\) \\(3p^5 + 11p^3 - 21p^2 + 10p\\) \\(3p^5 + 11p^3 - 4p^2 + 10p\\) \\(3p^5 + 11p^3 - 16p^2 + 10p\\)

Explanation:

Step1: Remove parentheses

$6p + 4p^5 + 11p^3 - 4p^2 - p^5 + 4p$

Step2: Combine $p^5$ terms

$4p^5 - p^5 = 3p^5$

Step3: Combine $p$ terms

$6p + 4p = 10p$

Step4: Gather all simplified terms

$3p^5 + 11p^3 - 4p^2 + 10p$

Answer:

C. $3p^5 + 11p^3 - 4p^2 + 10p$