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Help! Simplify the expression!!
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i think its 1/15
\[\Huge x^{-m} = \frac{1}{x^m}\]
\[\Huge 5^{-3}= ?\]
-125
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how?
um well 5*5=25 25*3=75...woops nvm i don't know
\[\Huge x^{-m}= \frac{1}{x^m}\] so \[\Huge 5^{-3}= ?\] here x is 5 & m is 3
so 1/15
how ?
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because 1/ 5^3
so 1/15
what is 5^3 ?
5 to the 3rd power
5^2=(5*5)=25 , 5^3=5*5*5=125
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5 x 5 x 5 =?
ohhhhh 1/125
\[(X ^{m})^{n}= X ^{m \times n}\]
Use this relation .....
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its not 1/125 then?
lol,i'am answering your next question ,the first one is 1/125 is right :)
ohhh ahaha, its x 9/28
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