evaluate-the-indefinite-integralln3x-dx-int-ln3-x-dx

Question

Evaluate the indefinite integral.∫ln⁡3x dx \int \$$ln^3 x$$ \, dx

Accepted Answer

xln⁡3x−3xln⁡2x+6xln⁡x−6x+Cx\$$ln^3x-3x$$\$$ln^2x+6x$$\ln x-6x+C

Answer

ln⁡3x−3xln⁡2x+6xln⁡x−6x+C\$$ln^3x-3x$$\$$ln^2x+6x$$\ln x-6x+C

Answer

xln⁡3x−3ln⁡2x+6xln⁡x−6x+Cx\$$ln^3x-3$$\$$ln^2x+6x$$\ln x-6x+C

Answer

xln⁡3x−3xln⁡2x+6ln⁡x−6x+Cx\$$ln^3x-3x$$\$$ln^2x+6$$\ln x-6x+C

Evaluate the indefinite integral.∫ln3xdx \(\int\) \(\ln\)^3 x \, dx