For f(x) = 4x + 1 and (x) = g(x)= x^(2) -5, find ((g)/(f)) (x) A. (x^(2) - 5 )/(4x +1 ),x ≠ -(1)/(4) B. x(4 x +1 )/(x^(2) - 5), x ≠ ± \sqrt[]{5} C. (4x +1)/(x^(2) -5) D.(x^(2) -…

Question

For
`f(x) = 4x + 1` and (x) =
`g(x)= x^(2) -5,` find
`((g)/(f)) (x)`

A.
`(x^(2) - 5 )/(4x +1 ),x` ≠
`-(1)/(4)`


B. x
`(4 x +1 )/(x^(2) - 5), x` ≠ ±
`\sqrt[]{5}`


C.
`(4x +1)/(x^(2) -5)`


D.
`(x^(2) -5 )/(4x + 1)`

Answer 1

Answer is C
Answer is C
Answer is C

Answer 2

the answer would be C.