There are 1.0 million autos in a given jurisdiction, each of which travels 200 miles per week at 17 miles per gallon. The average gas station has a five-day inventory on hand, stored in underground tanks. The typical auto has a gas tank that is 40% filled (capacity = 15 gallons). Compute the following:

(a)The average daily deliveries to the gas stations to maintain the above equilibrium.

(b)The moving storage expressed in total gallons in vehicle gas tanks and expressed in days of inventory onboard vehicles. (That is, how many days of supply is stored in vehicle gas tanks?)

Given a rumor of an interruption in gas supply, assume the following takes place: (1) drivers immediately increase their average percent filled to 70%, and (2) drivers reduce their usage to an average of 180 miles per week.

(c)Can the gas stations meet the immediate demand created by the increase from 40% filled to 70% filled?

(d)How long will it be before the gas stations return to a five-day inventory, given 180 miles per week driving, constant gas supply, and tanks 70% filled?

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