Question

x ki power 5 + Y ki power 5 mah
$(x + y)$
solve que.

Answer 1

Answer:

x5−y5=(x−y)(x4+x3y+x2y2+xy3+y4)

Explanation:

We know that :

xn−yn=(x−y)(xn−1+xn−2y+...+xyn−2+yn−1)

So let's use this :

x5−y5=(x−y)(x4+x3y+x2y2+xy3+y4)

HOPE YOU FIND!!
MARK ME AS BRAINLIEST PLZZ!!

Answer 2

Hey.
Here is your answer.

Since, x^n + y^n = (x+y) (x^n-1 -x^n-2 y +........ -x y^n-2 + y^n-1 )

so, (x^n+y^n)/(x+y) = (x^n-1 -x^n-2 y +........ -x y^n-2 + y^n-1 )

hence,

(x^5 + y^5 )/ (x+y) =x^4 -x^3 y +x^2 y^2 -xy^3 +y^4

Thanks.