Can someone explain Polynomial Long Division to me?
I do very well with the division of a polynomial by a monomial, but once I have to divide by a binomial, I get very confused.
let me find an example somewhere brb
ah suppose we are given this problem and we need to use long division\[\LARGE \frac{x^2-9x-10}{x+1}\]
so we need to rewrite this starting with the denominator outside and the numerator inside|dw:1437820660785:dw|
so now we have to start finding what variables we need to multiply x+1 with
so how do we produce that x^2 that we need in the numerator? well we need an x so \[\LARGE x(x+1) \rightarrow x^2+x\] after we obtain this result, we need to switch the signs so when we add this to the\[\LARGE x^2-9x\] our \[\LARGE x^2 \] should be gone
so \[\LARGE x^2+x\] becomes \[\LARGE -x^2-x \]
|dw:1437820910409:dw|
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