25. Suppose that there is a large farm and a large recreation firm located on a river. The farm is upstream of the recreational area. The farm uses the streamflow for irrigation. Let S be the amount of streamflow used by the farm and suppose its marginal benefit for irrigation is given by MB-5000-15S. Use of streamflow by the farm is costly to the recreational firm, though, because of lost opportunities for boating, fishing, and camping. Suppose this marginal cost is given by MC=Ss. (a) Draw a sketch of the MB and MC curves for use of S by the farm. On your graph, show the efficient level of S by the farm. Solve for this amount from the equations. (b) If unregulated, the farm uses streamflow at a price of zero. Show on your graph what S this corresponds to. Solve for it from the equations. (c) If the government sets a tax price on streamflow, what tax price per unit of S will result in the farm using the efficient level of streamflow? Show on your graph and find with the equations. (d) If the farm had to purchase use of the streamflow from the recreational firm, what price and quantity would result?

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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25. Suppose that there is a large farm and a large recreation firm located on a river. The farm is
upstream of the recreational area. The farm uses the streamflow for irrigation. Let S be the
amount of streamflow used by the farm and suppose its marginal benefit for irrigation is given by
MB-5000-15S. Use of streamflow by the farm is costly to the recreational firm, though, because
of lost opportunities for boating, fishing, and camping. Suppose this marginal cost is given by
MC=5s.
(a) Draw a sketch of the MB and MC curves for use of S by the farm. On your graph, show the
efficient level of S by the farm. Solve for this amount from the equations.
(b) If unregulated, the farm uses streamflow at a price of zero. Show on your graph what S this
corresponds to. Solve for it from the equations.
(c) If the government sets a tax price on streamflow, what tax price per unit of S will result in
the farm using the efficient level of streamflow? Show on your graph and find with the
equations.
(d) If the farm had to purchase use of the streamflow from the recreational firm, what price and
quantity would result?
Transcribed Image Text:25. Suppose that there is a large farm and a large recreation firm located on a river. The farm is upstream of the recreational area. The farm uses the streamflow for irrigation. Let S be the amount of streamflow used by the farm and suppose its marginal benefit for irrigation is given by MB-5000-15S. Use of streamflow by the farm is costly to the recreational firm, though, because of lost opportunities for boating, fishing, and camping. Suppose this marginal cost is given by MC=5s. (a) Draw a sketch of the MB and MC curves for use of S by the farm. On your graph, show the efficient level of S by the farm. Solve for this amount from the equations. (b) If unregulated, the farm uses streamflow at a price of zero. Show on your graph what S this corresponds to. Solve for it from the equations. (c) If the government sets a tax price on streamflow, what tax price per unit of S will result in the farm using the efficient level of streamflow? Show on your graph and find with the equations. (d) If the farm had to purchase use of the streamflow from the recreational firm, what price and quantity would result?
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