Solve the Equation $x = \ln 5 - \ln 3 + 2$

Solve the equation. Express the answer in terms of natural logarithms.
5 = 3e ^{3x - 2}

A) $x = \ln 5 - \ln 3 + 2$
B) $x = \frac { \ln 5 - \ln 3 + 2 } { 3 }$
C) $x = \ln 3 + \ln 5 + 2$
D) $x = \frac { \ln 3 + \ln 5 + 2 } { 6 }$
E) $x = \left( \frac { \ln 5 } { 3 } + 2 \right) \div 3$

Correct Answer:

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