Answer:
a. 2
b. 3
c. 3x^2+9x+15
d. 257
Explanation:

When a function is written like that the value in the parenthesis is what you use to replace the x inside the expression.
a. f(-1) means the value of function "f" when x = -1

b. "f" when x = -2 + "g" when x = -2

c. multiply for 3 each function

d. "g" when x = 4 then "f" when x = g(4)
