If $f\left(\frac{3 x-4}{3 x+4} ight)=x+2, x
eq-\frac{4}{3}$ and $\int f(x) d x=A \log |1-x|+B x+C

Question

If $f\left(\frac{3 x-4}{3 x+4}ight)=x+2, x 
eq-\frac{4}{3}$ and $\int f(x) d x=A \log |1-x|+B x+C$, then the ordered $\operatorname{pair}(A, B)$ is equal to (where $C$ is a constant of integration)\

Professor PC Thomas Classes · Answer

(a)\