How would you define $f ( 7 )$ in order to make f continuous at $7$ ? $$f ( x ) = \frac { x ^ { 2 } - 4 x - 4 } { x - 3 }$$
A) $f ( 7 ) = - 10$
B) $f ( 7 ) = 0$
C) $f ( 7 ) = 10$
D) $f ( 3 ) = - 6$
E) None of these

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The Answer of How would you define $f ( 7 )$ in order to make f continuous at $7$ ? $$f ( x ) = \frac { x ^ { 2 } - 4 x - 4 } { x - 3 }$$
A) $f ( 7 ) = - 10$
B) $f ( 7 ) = 0$
C) $f ( 7 ) = 10$
D) $f ( 3 ) = - 6$
E) None of these

How Would You Define f(7)f ( 7 )f(7) In Order to Make F Continuous At

How Would You Define $f ( 7 )$ In Order to Make F Continuous At