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Simplify m^5 N^4 --------- (M^5)^2 n (hope everyone can understand that...)
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\[\frac{m^5n^4}{(m^5)^2}\]
?
\[\frac{m^5n^4}{(m^5)^2n}\]
yes!
The power rule states that when you raise an exponent to an exponent, you multiply the exponents
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\[\frac{m^5n^4}{m^{10}n}\]
To divide exponents, you subtract.
\[m^{-5}n^3\]
\[\frac{n^3}{m^5}\] \[x^{-y}=\frac{1}{x^y}\]
how did you get ^3 from the ^4?
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\[\frac{n^4}{n^1}=n^{4-1}\]
Subtract exponents. 4-1=3
Okay Thank You so much ^-^
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