Divide and simplify.

Question

StartFraction h Superscript negative 3 Over h Superscript negative 6 EndFraction
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Part 1
StartFraction h Superscript negative 3 Over h Superscript negative 6 EndFraction
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enter your response here
​(Simplify your answer. Use positive exponents​ only.)

Answer 1

To divide and simplify the expression \( \frac{h^{-3}}{h^{-6}} \), we can use the properties of exponents. When dividing two exponents with the same base, we subtract the exponents:

\[ \frac{h^{-3}}{h^{-6}} = h^{-3 - (-6)} = h^{-3 + 6} = h^{3} \]

Now we have:

\[ h^{3} \]

Since the question asks us to use positive exponents only, the final answer is:

\[ h^{3} \]