Help? x^ 5 + y^ 5 ÷ x + y
divde the polynomial
as is; the rules of mathing say we work the divide first then left to right after that
factor the nomerator then cancel with denomenator
amis i need help
(x^5 + y^5)/(x + y) if this is the intended equation then long hand it x^4 -x^3 y +x^2y^2 ------------- x+y | x^5 + y^5 -x^5 -x^4 y ----------- -x^4 y + y^5 x^4 y +x^3 y^2 ------------- x^3 y^2 + y^5 -x^3 y^2 -x^2 y^3 --------------- -x^2 y^3 + y^5 ....etc
there seems to be a pattern emerging from that \[x^4- x^3y+ x^2y^2- xy^3+y^4\] and there might be a remainder
curry, wish i could help, but my times up ...
radr can u help me
radar can you help me
Sorry Curry but I was called away.
amistre in his next to the last post had the answer. I don't believe there wold be a remainder.
i haven't check this yet but let me know what you guys think of this
yes amistre you got right answer the remainder is zero :) my way it alittle different i think i'm going see if i approach these division problems sort of like this do you thnk it would be confusing to others?
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