I can't seem to find the correct answer for a polynomial division problem.
x^5+y^5 / x+y
I've done it over and over and tried to do different things but I just keep coming out with random answers.
+130511 I worked out the "long method"....here it is
x ^ 4 - x^3y + x^2y^2 - xy^3 + y^4
-----------------------------------------------------
x + y [ x^5 +y^5 ]
x^5 + x^4y
- x^4y
- x^4y - x^3y^2
+ x^3y^2
x^3y^2 + x^2y^3
-x^2y^3
-x^2y^3 - xy^4
+xy^4
+xy^4 + y^5
-------------------
0
+130511 I worked out the "long method"....here it is
x ^ 4 - x^3y + x^2y^2 - xy^3 + y^4
-----------------------------------------------------
x + y [ x^5 +y^5 ]
x^5 + x^4y
- x^4y
- x^4y - x^3y^2
+ x^3y^2
x^3y^2 + x^2y^3
-x^2y^3
-x^2y^3 - xy^4
+xy^4
+xy^4 + y^5
-------------------
0
