Solved

Select the Correct Graph, Showing F and G Are Inverse $f ( x ) = 6 - x ^ { 2 } , g ( x ) = \sqrt { 6 - x } , x \leq 6$

Question 6

Multiple Choice

Select the correct graph, showing f and g are inverse functions.
$f ( x ) = 6 - x ^ { 2 } , g ( x ) = \sqrt { 6 - x } , x \leq 6$

A) $Select the correct graph, showing f and g are inverse functions. f ( x ) = 6 - x ^ { 2 } , g ( x ) = \sqrt { 6 - x } , x \leq 6 A) B) C) D) E)$
B) $Select the correct graph, showing f and g are inverse functions. f ( x ) = 6 - x ^ { 2 } , g ( x ) = \sqrt { 6 - x } , x \leq 6 A) B) C) D) E)$
C) $Select the correct graph, showing f and g are inverse functions. f ( x ) = 6 - x ^ { 2 } , g ( x ) = \sqrt { 6 - x } , x \leq 6 A) B) C) D) E)$
D) $Select the correct graph, showing f and g are inverse functions. f ( x ) = 6 - x ^ { 2 } , g ( x ) = \sqrt { 6 - x } , x \leq 6 A) B) C) D) E)$
E) $Select the correct graph, showing f and g are inverse functions. f ( x ) = 6 - x ^ { 2 } , g ( x ) = \sqrt { 6 - x } , x \leq 6 A) B) C) D) E)$