Condense the Expression to the Logarithm of a Single Quantity $\ln x - [ \ln ( x + 6 ) + \ln ( x - 6 ) ]$

Condense the expression to the logarithm of a single quantity.? $\ln x - [ \ln ( x + 6 ) + \ln ( x - 6 ) ]$ ?

A) $\ln \frac { ( x - 6 ) } { x ( x + 6 ) }$
B) $$\ln \frac { ( x + 6 ) } { x ( x - 6 ) }$$
C) $\ln \frac { x ( x - 6 ) } { ( x + 6 ) }$
D) $\ln \frac { x } { ( x - 6 ) ( x + 6 ) }$
E) $\ln \frac { x ( x + 6 ) } { ( x - 6 ) }$

Correct Answer:

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