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How is dividing a polynomial by a binomial similar to or different from the long division?
How is dividing a polynomial by a binomial identical to or opposite from a prolonged multiplication we schooled in facile school? Can bargain how to do a single kind of multiplication assistance we with bargain a alternative kind? What have been a little examples from genuine hold up in that we competence make use of polynomial division?
It’s set up the same in that the denominator is written to the left of the numerator, recursive subtraction is written under the numerator, and the quotient is "built" above the numerator. It’s also the same in that it gives a remainder if the process doesn’t come out evenly.
Other than that, it’s different in ways that make sense if you understand arithmetic long division.
It’s a little hard to present in the text available on Y!A, so definitely check out the link.
As for "real" life examples. Hmmm. Aren’t math classes real life?
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