Find the GCF.
-$\mathrm{rs}^{7}, \mathrm{rs}^{6}$
A) $r^{2} s^{7}$
B) $r^{2} s^{6}$
C) $s^{6}$
D) $\mathrm{rs}^{6}$

Name: Find the GCF. -$\mathrm{rs}^{7}, \mathrm{rs}^{6}$ A) $r^{2} s^{7}$ B) $r^{2} s^{6}$ C) $s^{6}$ D) $\mathrm{rs}^{6}$
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Question

Quizplus · Accepted Answer

The greatest common factor (GCF) of $rs^7$ and $rs^6$ is $rs^6$, because both terms share an $r$ and $s^6$ as common factors, and $s^6$ is the highest power of $s$ that is common to both terms.

Find the GCF rs7,rs6\mathrm{rs}^{7}, \mathrm{rs}^{6}rs7,rs6 A) r2s7r^{2} s^{7}r2s7 B) r2s6r^{2} s^{6}r2s6 C) s6s^{6}s6 D) rs6\mathrm{rs}^{6}rs6

Find the GCF $\mathrm{rs}^{7}, \mathrm{rs}^{6}$ A) $r^{2} s^{7}$ B) $r^{2} s^{6}$ C) $s^{6}$ D) $\mathrm{rs}^{6}$