Idk what im doing wrong >.< Am I doing it the wrong way? Should it be 4 | 1 8 22 27 20 41

Idk what i do after i set it up tbh..

RainbowPanda Sep 18, 2018

#1**+1 **

Expand the following:

(x^5 - 8 x^4 + 22 x^3 - 27 x^2 + 20 x - 41)/(x - 4)

Express (x^5 - 8 x^4 + 22 x^3 - 27 x^2 + 20 x - 41)/(x - 4) as a sum of fractions.

(x^5 - 8 x^4 + 22 x^3 - 27 x^2 + 20 x - 41)/(x - 4) = (-41)/(x - 4) + (20 x)/(x - 4) - (27 x^2)/(x - 4) + (22 x^3)/(x - 4) - (8 x^4)/(x - 4) + x^5/(x - 4):

(-41)/(x - 4) + (20 x)/(x - 4) - (27 x^2)/(x - 4) + (22 x^3)/(x - 4) - (8 x^4)/(x - 4) + x^5/(x - 4)

**= x^4 - 4x^3 + 6x^2 - 3x - 9/(x - 4) + 8**

Guest Sep 18, 2018

#2**0 **

That's not how my teacher wants me to solve it but thanks

This is long division btw (dividing polynomials)

RainbowPanda
Sep 18, 2018

#6

#7**0 **

That works too problem is she doesn't give me enough room to write it all down so i guess ill have to write really tiny lol

RainbowPanda
Sep 18, 2018