Question

x^5+y^5 divided by x + y/ help please?

Answer 1

Remember this, \( (a^n+b^n) \) is always divisible \( (a+b) \) whenever \( n \) is odd.

Answer 2

so in this case there would be no remainder and the quotient will be \( \left(x^4-x^3 y+x^2 y^2-x y^3+y^4\right) \)