rewrite using a single positive exponent. \$\\frac{6^8}{6}\$

$rewrite using a single positive exponent. \$\\frac{6^8}{6}\$$

rewrite using a single positive exponent.
\$\frac{6^8}{6}\$

When dividing exponents with the same base, use $ \frac{a^m}{a^n}=a^{m - n} $. Here, base $ a = 6 $, $ m = 8 $, $ n = 1 $ (since $ 6 = 6^1 $).

Substitute into the formula: $ \frac{6^8}{6^1}=6^{8 - 1} $.

Calculate $ 8 - 1 = 7 $, so the expression becomes $ 6^7 $.

$ 6^7 $