

So the paraboloid is given by

which holds for

, i.e. when

and

.
To make sure this is correct, plug in

and

to find out the value of

, and see if these points are on the paraboloid.




Both of these hold, so the answer is correct.
If we want to verify that g ( x ) is the inverse of f ( x ) we have to show that:
( f ° g ) = ( g ° f )
f ( g ( x ) )= 3 · ( 1/3 x ) = x
g ( f ( x ) ) = 1/3 · ( 3 x ) = x
Answer:
C ) 1/3 ( 3 x )
Answer:because it’s just reversed
Step-by-step explanation:
Answer:
Vertical: G an B. Adjacent: C and F. Supplementary: A and E. Straight: A, E. Complementary: G , B and E,A.