write the expression as a single power of 6.\$\frac{6^{9}}{6^{4}}=\$ …

$write the expression as a single power of 6.\$\frac{6^{9}}{6^{4}}=\$ …$

write the expression as a single power of 6.\$\frac{6^{9}}{6^{4}}=\$ ? \$6^{3}\$\$6^{5}\$\$6^{13}\$\$6^{36}\$

When dividing like bases, subtract exponents: $\frac{a^m}{a^n}=a^{m-n}$
So $\frac{6^9}{6^4}=6^{9-4}$

$9-4=5$, so $6^{9-4}=6^5$

$6^5$