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simplify this expression: 12x^2y^3 over 3xy
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use\[\frac{x^a}{x^b}=x^{a-b}\]and divide the 12 by the three.
same thing with the y as the x subtract the exponent on the bottom from that one the top what is the exponent of x on the bottom?
there is no exponent for the bottom x
That means the exponent is 1 anything by itself has an invisible exponent of 1
\[12x ^{2}y ^{3} \over 3xy\]
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right, now using the formula I gave and knowing that the denominator has exponents of 1, what do you get?
so i think the answer is 4x^2y^2
almost, but the x has the wring exponent. what is the exponent of x on the bottom? what about the top? top - bottom=???
wrong exponent*
so its 4xy^2
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bingo!
:D thanks!
welcome :)
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