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(-18) / 2/3
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\[\frac{-18}{\frac{2}{3}}\] Since you can always multiply the top and bottom by the same thing, I'd start by multiplying the outer fraction by 3/3 to clear the complex fraction.
What would you get if you multiply by 3/3
1?
-9(3) is what I get...
Yes, 3/3 is 1, but we want to write it as 3/3.
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i always turn the bottom fraction over, spank it, and slap it back down and multiply across....bad fraction...bad!!
\[\frac{-18}{\frac{2}{3}} * \frac{3}{3} = \frac{(-18)(3)}{2}\]
\[-18 * \frac{3}{2}\]
polpaks way is more true to the actual process tho :)
what happened to my fraction bar i wonder
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is the answer -27? thats wat i got
i got -27 too; must be a zen thing
Yes, that's correct.
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