Use a Table of Integrals to Find the Indefinite Integral $\int ( \ln 3 x ) ^ { 2 } d x$

Multiple Choice

Use a table of integrals to find the indefinite integral $\int ( \ln 3 x ) ^ { 2 } d x$ .

A) $x \left[ 2 - 2 \ln ( 3 x ) + ( \ln 3 x ) ^ { 2 } \right] + C$
B) $x \left[ 2 \ln ( 3 x ) + ( \ln 3 x ) ^ { 2 } \right] + C$
C) $3 x \left[ 2 + 2 \ln ( 3 x ) + ( \ln 3 x ) ^ { 2 } \right] + C$
D) $x [ 2 - 2 \ln ( 3 x ) - ( \ln 3 x ) ] ^ { 2 } + C$
E) $3 x [ 2 \ln ( 3 x ) + ( \ln 3 x ) ] ^ { 2 } + C$