QuestionIdentify the GCF and then factor the GCF out of the expression. $$22 a^{2} b^{6} c^{8}+10 a^{9} b^{3}-16 a^{5} b c^{7}$$
The GCF is: $\square$
The factored expression is: $\square$

Studdy Solution
Factor the GCF $2a^2b$ out of each term in the expression:
\[ 22a^2b^6c^8 + 10a^9b^3 - 16a^5bc^7 $
becomes:
\[ 2a^2b(11b^5c^8 + 5a^7b - 8a^3c^7) $
The GCF is: $2a^2b$
The factored expression is: $2a^2b(11b^5c^8 + 5a^7b - 8a^3c^7)$