MathematicsMedium64×since 2004Q4045If \,\,\, f(3x−43x+4)\left( {{{3x - 4} \over {3x + 4}}} \right)(3x+43x−4) = x + 2, x ≠\ne= −-− 43{4 \over 3}34, and ∫\int {}∫f(x) dx = A log∣\left| {} \right.∣1 −-− x ∣\left| {} \right.∣ + Bx + C, then the ordered pair (A, B) is equal to : (where C is a constant of integration)A(83,23)\left( {{8 \over 3},{2 \over 3}} \right)(38,32)B(−83,23)\left( { - {8 \over 3},{2 \over 3}} \right)(−38,32)C(−83,−23)\left( { - {8 \over 3}, - {2 \over 3}} \right)(−38,−32)D(83,−23)\left( { {8 \over 3}, - {2 \over 3}} \right)(38,−32)Check answerSkip