evaluate-the-integral-displaystyle-int-frac6x3x25dx

Question

Evaluate the integral: ∫6x3x2+5 dx\displaystyle \int \frac{6x}{$$3x^{2}+5$$}\,dx

Accepted Answer

ln⁡(3x2+5)+C\ln\$$left(3x^2+5$$\right)+C

Answer

16ln⁡(3x2+5)+C\dfrac16\ln\$$left(3x^2+5$$\right)+C

Answer

−1(3x2+5)2+C-\dfrac{1}{\$$left(3x^2+5$$\$$right)^2$$}+C

Answer

1(3x2+5)2+C\dfrac{1}{\$$left(3x^2+5$$\$$right)^2$$}+C

Evaluate the integral: ∫6x3x2+5dx\(\displaystyle\) \(\int\) \(\frac{6x}{3x^{2}\)+5}\,dx