Question

please help attachment below
medal & fan will be given

Answer 1

@jdoe0001 hey can you please help

Answer 2

\(\bf {\color{brown}{ f(x)}}=\cfrac{1}{x}\qquad \left(\cfrac{f}{g}\right)(x)\implies \cfrac{f(x)}{g(x)}\implies \cfrac{{\color{brown}{ \frac{1}{x}}}}{g(x)}=\cfrac{x+1}{x^2-x}\)

solve for g(x)

Answer 3

how do i do it??? @jdoe0001

Answer 4

like you'd any other equation
just do linear simplification think of it as as \(\bf \cfrac{a}{{\color{blue}{ g}}}=\cfrac{b}{c}\) and solve for \(\bf {\color{blue}{ g}}\)

Answer 5

do i cross multiply ? @jdoe0001

Answer 6

yes

Answer 7

ok i got 1/x*x^2-x over g(x) x+1 what do i do after

Answer 8

@jdoe0001