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Someone please help, Simplify 8 to the negative 1 third power
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do you mean \[(8^{-1})^{3}\] ??
\[8^{-1/3}=(\frac{ 1 }{ 8 })^{1/3}=\sqrt[3]{1/8}=1/2\]
8^(-1/3) x^-1 = 1/(x^1) so 8^(-1/3) = 1/(8^(1/3)) 8 = 2^3 so 1/((2^3)^(1/3)) equals 1/((x^3*(1/3))) equals 1/x^(3/3) equals 1/x^1 equals 1/x
Perfect answer @yuendat99 ... it is actually .5
Thanks guys. (:
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for some reason i substituted an x instead of my 2 so at the end it is 1/2
Okay thanks
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