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(x^3-2x^2-11x+12)/(x-1) using long division
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|dw:1371700373646:dw|
how do i solve this?
What single thing would you need to multiply (x-1) by to get as close as you can to the first two terms \(x^3-2x^2\)?
1?
no wait! x^2
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Right, so you have |dw:1371700812983:dw|
And that should have been \(-x^2-11x\)
So what about the next one, what would you do to get as close as you can to \(-x^2-11x\)?
x!
Exactly, so you want to add the next line in the drawing?
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wait let me try solve this.
Not exactly, I almost forgot that it is a \(-x^2\), so if you subtract an 'x' you will get -2x
is the answer x^2 - x - 12?
That is what I got, nice work.
thank you!!
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You're welcome.
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