Solve
-If $f ( x ) = | x |$ (Solid Line)and

Multiple Choice

Solve.
-If $f ( x ) = | x |$ (solid line) and $g ( x ) = 6$ (dashed line) , find when $f ( x ) = g ( x )$ and when $f ( x ) > g ( x )$ .

A) $f ( x ) = g ( x )$ when $x = 6$ and $x = - 6$
$f ( x ) > g ( x )$ when $x > - 6$ and $x < 6$

B) $f ( x ) = g ( x )$ when $x = - 6$
$f ( x ) > g ( x )$ when $x > 6$

C) $f ( x ) = g ( x )$ when $x = 6$ and $x = - 6$
$f ( x ) > g ( x )$ when $x < - 6$ or $x > 6$

D) $f ( x ) = g ( x )$ when $x = 6$
$f ( x ) > g ( x )$ when $x < - 6$