The following tables show the average annual miles driven for a car originally costing $30,000 and its resale value after 5 years and a person's distance from work and the average number of miles that person would drive based on national statistics. Function f average # of miles driven each year 4,000 6,000 8,000 10,000 12,000 14,000 16,000 18,000 20,000 resale value after 5 years (dollars) 20,300 20,200 20,000 19,750 19,500 19,100 18,800 18,500 18,300 how far someone lives from where he/she works (miles) 1 5 8 10 Preview Preview Function g 12 15 20 25 40 a. Does g(f(4000)) have a real-world meaning in this context (even if you can't find the value in the tables)? Select an answer b. If you answered "yes" in part (b), give the value of g(f(4000)). (If you answered "no", type "DNE" for your response.) g(f(4000)) c. Does f(g(15)) have a real-world meaning in this context (even if you can't find the value in the tables)? average # of miles driven each year 1,500 7,500 10,500 12,000 13,000 14,000 16,000 18,00