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WELCOME TO OPENSTUDY! Please, finish your question:)
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Which of the following expressions is equivalent to \[\frac{ 1 }{ a^5 }\]
\[\frac{ 1 }{ x^n }=x^{-n}\]
use previous identity to answer.
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A.\[\frac{ 1 }{ a^5 }\] B.a\[a^{5}\] C.\[a^{-5}\] D.\[-\frac{1 }{ a^5}\]
srry just had a fire drill
lol
hello?
It s C friend : Look : 2^-1=1/2^1 8^-2=1/8^2 Got it ?:)
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a little. explain more plz
By the way ...! Welcome to openstudy !
Thanks
K ! If power was _ we have it + if get it in down !
For example : 8^-6 we have - power so can write : 1/8 and write 6 for power :1/8^6 Just this :)
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simplify \[\frac{ b^2 }{ 3a-^4 }\]
K ! a^-3=?
answer this with 3 and answer to all :0
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