Simplify the expression. Assume all variables represent nonnegative real numbers.
-$\frac{10^{11 / 13}}{10^{-6 / 13}}$
A) $10^{11 / 13}-10^{6 / 13}$
B) $10^{5 / 13}$
C) $10^{17 / 13}$
D) $10^{-66 / 169}$

Question

Quizplus · Accepted Answer

When dividing powers with the same base, you subtract the exponents: $10^{11/13} \div 10^{-6/13} = 10^{11/13 - (-6/13)} = 10^{11/13 + 6/13} = 10^{17/13}$.

Simplify the Expression 1011/1310−6/13\frac{10^{11 / 13}}{10^{-6 / 13}}10−6/131011/13​ A) 1011/13−106/1310^{11 / 13}-10^{6 / 13}1011/13−106/13

Simplify the Expression $\frac{10^{11 / 13}}{10^{-6 / 13}}$ A) $10^{11 / 13}-10^{6 / 13}$