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Simplify 5^-2
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|dw:1381270437311:dw|
keep in mind that \(\bf \huge a^{-n} = \cfrac{1}{a^n}\)
i dont get it
change "a" for your number
\(\huge 5^{-2}\implies \cfrac{1}{5^2}\)
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What do I do from there?
The answer choices are a) 1/25 b) 1/10 c) 10 d) 25
expand the denominator, what's \(\bf 5^2 \quad ?\)
So it would be 10? I'm so lost lol.
\(\bf 5^2 = 10?\\ 5 \times 2 = \square? \)
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5*2=10. so 10 would be my answer right?
hmm, no... notice, the "2" is an exponent, no a factor
Wait! so it's 5*5?
and 5*5 makes my answer 25?
\(\bf 5^2 \implies 5 \times 5\)
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yeap \(\huge 5^{-2}\implies \cfrac{1}{5^2} \implies \cfrac{1}{25}\)
thank you :)
yw
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