MAT 095 Lecture 20: 5.7 Division of Polynomials Notes
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Provide a generalization to each of the terms listed in this section. Dividing polynomials: when you are dividing polynomials, you are doing to basically breaking down each expression and simplifying, which the following can be an example: (a + b + c) d a d b d c d. What are dividing polynomials: dividing polynomials is basically a procedure that"s fundamentally the same as long division of entire numbers. In any case, before we take a gander at that, we will rst need to have the capacity to ace separating a polynomial by a monomial. = (cid:18) x6(cid:19)(cid:18) y4 y3(cid:19) x5 (x)(cid:19)(cid:18) y3 (y) y3 (1)(cid:19) x(cid:19)(cid:16) y. Steps for dividing polynomials: divide all of the front terms, multiply the terms by the given divisor, change the sign of the term, combine the terms, bring the down next term until you nished all of the terms.
