$\text { Find the limit (if it exists). Note that } f ( x ) = ( | x | ) \text { represents the greatest integer }$ function. $\lim _ { x \rightarrow - 6 ^ { + } } ( - 3 [ | x | ] - 8 )$
A) 13
B) $- 10$
C) 10
D) $- 13$
E) does not exist

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The Answer of $\text { Find the limit (if it exists). Note that } f ( x ) = ( | x | ) \text { represents the greatest integer }$ function. $\lim _ { x \rightarrow - 6 ^ { + } } ( - 3 [ | x | ] - 8 )$
A) 13
B) $- 10$
C) 10
D) $- 13$
E) does not exist

Find the limit (if it exists). Note that f(x)=(∣x∣) represents the greatest integer \text { Find the limit (if it exists). Note that } f ( x ) = ( | x | ) \text { represents the greatest integer } Find the limit (if it exists). Note that f(x)=(∣x∣) represents the greatest integer

$\text { Find the limit (if it exists). Note that } f ( x ) = ( | x | ) \text { represents the greatest integer }$