Factor out the GCF from the polynomial

$${a}^{9}{b}^{7}-{a}^{5}{b}^{4}+{a}^{4}{b}^{8}-{a}^{4}{b}^{4}$$

$${a}^{9}{b}^{7}-{a}^{5}{b}^{4}+{a}^{4}{b}^{8}-{a}^{4}{b}^{4}$$

cousinhaui
2022-10-23
Answered

Factor out the GCF from the polynomial

$${a}^{9}{b}^{7}-{a}^{5}{b}^{4}+{a}^{4}{b}^{8}-{a}^{4}{b}^{4}$$

$${a}^{9}{b}^{7}-{a}^{5}{b}^{4}+{a}^{4}{b}^{8}-{a}^{4}{b}^{4}$$

You can still ask an expert for help

Shyla Larson

Answered 2022-10-24
Author has **11** answers

$${a}^{9}{b}^{7}-{a}^{5}{b}^{4}+{a}^{4}{b}^{8}-{a}^{4}{b}^{4}\phantom{\rule{0ex}{0ex}}={a}^{4}{b}^{4}[{a}^{5}{b}^{3}-a+{b}^{4}-1]$$

Hence $${a}^{4}{b}^{4}$$ in the GCF of the polynomial

Hence $${a}^{4}{b}^{4}$$ in the GCF of the polynomial

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