How do you simplify this? (x+y)(3-x) --------- xy-4 any help is appreciated!
it cant be.
Are you certain that this is the problem presented?
yes, \[(x+y)(3-x)\div xy-4\]
that is not the same..
It cant be Solved further.
the xy-4 is in the denominator..i just dont know how to type it on here
it cannot be solved at all since there is no equation. It cannot be simplified however.
You can break it up into a sum of fractions if you like. though I'd hardly call that simplified.
so you cant simplify the expression at all??
If by simplify you mean 'cancel a factor' or something, then no. It cannot. If you just mean 'rearrange' then you'd have to say how you want it arranged.
like have the variables appear as few times as possible
that's pretty much it then.
ok! what about \[4x ^{6}y-(2x)^{4}\] -------------- \[x ^{2}y-x ^{3}\]??
that can be!
could you explain please?
In the numerator and the denominator, factor out things that are common to each term.
Are you familiar with factoring?
yes, would you factor out 2x^4??
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