First, determine the number of miles covered per day:

Her car already has 45,300 miles on it.
(a)The total number of miles, f(x), Stefanie's car will have been driven after x more days will be:

(b) Stephanie works 4 days a week.
After 3 weeks, the number of days worked = 4 x 3 = 12 days
Therefore, when x=12:
