The operation of large trucks in Econoville causes damages to public roads. The
marginal external cost function of operating large trucks in Econoville is: MEC(m) =
0.05m, where m is the number of miles large trucks are driven in Econoville in
thousands. The marginal benefit of large truck operation in Econoville is: MB(m) =
1,000 – 2m. How many miles do large trucks drive in Econoville if they are not forced
to pay for damage to roads? If Econoville charges a fee for every thousand miles a large
truck drives in Econoville, what is the optimal fee? If Econoville sets a standard for the
quantity of miles large trucks drive in Econoville, what is the optimal standard? If the
profitability of large truck operation in Econoville increases the marginal benefit
function to: MB(m) = 1,500 – 2m and Econoville is using a standard, is it optimal for
Econoville to increase the standard?
Matthew drives a truck for Overtheroad Haulers. Matthew’s marginal benefit for driving
per day is: MB(m) = 2,400 – 2m, where m is the number of miles driven. The marginal
social cost per mile is MSC(m) = 2m. Calculate the efficient number of miles driven for
Matthew in a day. Since Overtheroad Haulers has full insurance on Matthew’s truck,
Matthew’s personal marginal cost is: MPC(m) = m. How many miles per day will
Matthew drive? Would it be efficient for society if Overtheroad Haulers places a limit
on the number of miles Matthew drives? If so, what limit should they set?