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I have to simplify (x^3y^6)(xy^2) --> This is suppose to be a fraction x^4y^4
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see what you can factor out of the top and bottom
how about for starters a x
would I add the top and bottom exponents of x
\[x ^{3}y ^{6}xy ^{2} / xy ^{2}\] is this correct?
the top is but on the bottom its suppose to be x^4y^4
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fist combine like terms, so the x^4 and the x can combine in the numberator
so x^5
x^5 on top or bottom?
on the top because you have \[x^{4} * x^{1}\] When you multiply like terms you must add the exponant
ok and then for the y it would be y^8
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so when you divide terms like \[x ^{5} / x ^{4}\] you subtract the exponent
yes that right for the top
using those property's the final answer is \[y ^{4}\]
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