Answer
$x^2(x-6)+2(x-5)$ involves the sum of $x^2(x-6)$ and $2(x-5)$ therefore it is not a factored form of the original polynomial.
Work Step by Step
RECALL:
Factoring means writing as a polynomial as a product.
$x^2(x-6)+2(x-5)$ involves the sum of $x^2(x-6)$ and $2(x-5)$ therefore it is not a factored form of the original polynomial.
