Find all intercepts for the given function. Round to the nearest tenth if necessary.
-$$f ( x ) = \ln ( x + 6 ) - 2$$
A) $x$-int: $( - 0.2,0 )$; $y$-int: $( 0,1.4 )$
B) $x$-int: $( 1.4,0 )$; $y$-int: $( 0 , - 0.2 )$
C) $x$-int: $( 1.4,0 )$; $y$-int: $( 0,4 )$
D) $x$-int: $( - 6,0 ) ; y$-int: $( 0 , - 0.2 )$

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The Answer of Find all intercepts for the given function. Round to the nearest tenth if necessary.
-$$f ( x ) = \ln ( x + 6 ) - 2$$
A) $x$-int: $( - 0.2,0 )$; $y$-int: $( 0,1.4 )$
B) $x$-int: $( 1.4,0 )$; $y$-int: $( 0 , - 0.2 )$
C) $x$-int: $( 1.4,0 )$; $y$-int: $( 0,4 )$
D) $x$-int: $( - 6,0 ) ; y$-int: $( 0 , - 0.2 )$

Find All Intercepts for the Given Function f(x)=ln⁡(x+6)−2f ( x ) = \ln ( x + 6 ) - 2f(x)=ln(x+6)−2

Find All Intercepts for the Given Function $f ( x ) = \ln ( x + 6 ) - 2$