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6^-3 What is the fraction of this?
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bec 6 have negative exponent so you have to move to the bottom to take positive exponent for example \[\huge\ x^{-2} = \frac{ 1 }{ x^2 }\]
so \[So \frac{ 1 }{ 6^{-3} }... which gives me 216... \]
nope not -3 when you move that 6 to the bottom exponent going to be positive
x^-a=1/x^a
did you understand??
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1/(6*6*6)
=?
okay so 1/216 would be the correct answer?
yeah
\[\ 6^{-3} = ????\]
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i cant message you so i have to post it here you blocked me
well u got the answer so when move 6^-3 in at the bottom sign going to be |dw:1422600552834:dw| change and that's the reason we flip that bec we need positive exponent hope you understand good luck!
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