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x^-2 divided by 3xy^-2
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nvm
found it
\[x^{-2}\over {3xy^{-2}}\] Is that it?
and is it also multiple choice?
yes
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don't put up the answers yet
but the bottom is 13xy^-2
kk
Ok, when you have variables with exponents or even just numbers, do you know how to move them from the numerator to the denominator?
and vice-versa
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no
That's fine. So, when you have a variable, say x, in the form:\[x^a\] that's the same as \[1 \over {x^{-a}}\]
Do you follow?
3/y with a exponent of 2
choices are A.\[y^2\div13x^3\]. B.\[13y^2\div x\]. C.\[xy^2\div 13\]. D.\[169y^2\]
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thats pretty good props
id say b
when you have prblems like that go to mathway.com
I'd say choice A, if you're still on
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