Question

could you show me how to find the quotient of this.
(x^6+y^6 )÷(x+y)

Answer 1

no need to divide
\(x^6+y^6=x^6-y^6+2y^6 \)

Answer 2

sorry, but what is that?

Answer 3

it is asking for the quotient

Answer 4

\( x^6+y^6=x^6-y^6+2y^6=(x^3-y^3)(x^3+y^3)+2y^6\\=(x-y)(x^2+xy+y^2)(x+y)(x^2-xy+y^2)+2y^6\\=(x+y)(x-y)(x^2+xy+y^2)(x^2-xy+y^2)+2y^6 \)
------------------------------ --
quotient re

Answer 5

I understood the other parts. but why is it\[x ^{6} + y^{6}=x ^{6} - y^{6}+2y ^{6}\]

Answer 6

because 2y^6-y^6=y^6

Answer 7

ohh ok

Answer 8

What should be my final answer?

Answer 9

finall answer is up there in my second reply