How do i write this without the exponet?
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What does the negative sign mean when it is an exponent?
What does the 2 or square mean?
it means thats how many times u mulitply the base. But the negative is throwing me off. Is it, 9/7* (-9/7)*(-9/7) ?
\[(\frac{a}{b})^{-c}=(\frac{b}{a})^c=\frac{b^c}{a^c}\]
\(\bf \cfrac{9}{7}^{-2} \implies \cfrac{9^{-2}}{7^{-2}}\\ \quad \\ \quad \\ \textit{keep in mind that }\qquad a^{-n} = \cfrac{1}{a^n}\)
A negative in the exponent means you find the inverse of the value so 1/2^-1 would be 2. 7/9^-1 would be?
well... rather \(\bf \left(\cfrac{9}{7}\right)^{-2} \implies \cfrac{9^{-2}}{7^{-2}}\\ \quad \\ \quad \\ \textit{keep in mind that }\qquad a^{-n} = \cfrac{1}{a^n}\)
:)
flip the fraction then apply the positive exponent to the top and bottom of the fraction.
So the -2 exponent means turn the fraction upside down and square it.
yes ok now i get it, lol i would have gottn it wrong
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