Multiply. $$ 11 x^{6}(-11 x-8) $$

Question

UpStudy AI · Accepted Answer

To multiply the expression $$ 11x^{6}(-11x - 8) $$, you can distribute $$ 11x^{6} $$ to each term inside the parentheses:

$$
\begin{align*}
11x^{6} \times (-11x) &= -121x^{7} \
11x^{6} \times (-8) &= -88x^{6}
\end{align*}
$$

Combine these results to get the final expression:

$$
-121x^{7} - 88x^{6}
$$

**Final Answer:**

$$
-121x^{7} - 88x^{6}
$$
Multiply $$ 11x^{6} $$ by $$ -11x $$ to get $$ -121x^{7} $$ and by $$ -8 $$ to get $$ -88x^{6} $$. The final expression is $$ -121x^{7} - 88x^{6} $$.

Multiply. \( 11 x^{6}(-11 x-8) \)

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