f. Use the tables of ordered pairs to determine the value of each composite function. f(x) = x-15 g(x)=x x f(x) g(x) 1 -14 2 -11 34567 -6 1 10 21 34 22] (ff)(4)= Use the graph to determine the value of each composite function. hoo K-496234 19] (fog)(36) = 1 2 20] (g g)(16) = 3 16 4 21] (gf)(4)= 25 5 23] (hof)(3) = 24] (fog)(4)= 25] (ff)(-4) = 26] (gog)(1) = g) -4-3-2-1 0 1 2 3 27] (g h)(0) = Use the functions to determine the value of each composite function algebraically. 2 3 -5 f(x) = 2x g(x)=3x-2 h(x)=3-4x 28] (fog)(3) = 29] (hoj)(12) = 30] (goh)(x) = j(x) = 31] (hog)(x) = x 32] Sally Salesperson sells shoes part time at Super Shoes in the South Street Mall. She earns a 2% commission on total sales over $5,000, which is paid as a bonus at the end of the year. Let her total sales be represented by x. f(x) = x-5000 and g(x) = 0.02x Which composition of functions would calculate her bonus at the end of the year? (fog)(x) or (g of)(x)? Explain your reasoning. 33] Sally sold $9,172 in shoes this year. Use composition of functions to calculate her bonus. Show work.