F (-2) = - 1 and g (1) = - 2

(Fog) (1)

The value of the composite function fog (1) is - 1

Step-by-step explanation:

Step 1:

Given,

f (-2) = - 1

g (1) = - 2

We need to find (fog) (1)

Step 2:

Function f (2) means the value of the function f when x = 2

fog refers to composite function f (g (x)), that is evaluate the function g for x and then evaluate the function f for the result

So to find the composite function (fog) (1) we need to find g (1) first and then apply the function f on the result.

so g (1) = - 2

f (g (1)) = f (-2) = - 1

fog (1) = - 1

Step 3:

Answer:

The value of the composite function is - 1