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Simplify Each Expression
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#'s 1-24
all of them:O
anything raised to the power 0 is 1
\[\large{x^{-m}=\frac{1}{x^m}}\]
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Yea, i know that juss having a lil difficulty in 13-16
\[\frac{4}{n^2}=4n^{-2}\]
14) \[\frac{x^3}{2y^4}\]
\[15) \frac{a^0}{3b^{-3}}\]
ok so his is like solving for the exponent \[4n^x = 4/n^2 \]
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\[16)3xy^{-5}\]
I think i get now :) Thanks guys
and then from there bring that exponent to the numerator to make it a negative and then since the bases are the same x = -2
:)
Thanks dada :)
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:)
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