1.1 Human Geography option: Production, Location & Change

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Presentation transcript:

1.1 Human Geography option: Production, Location & Change A2 Geography 1.1 Human Geography option: Production, Location & Change Geographical (natural), economic, political and social factors affecting agricultural land use.

Johann Heinrich von Thünen (1783-1850) The Isolated State (1826) Thünen’s three variables: Distance from market (of farms) Product price received by farmers Economic rent: the profit from a unit of land Backhouse page 147 Thunen formalized profit maximization as a mathematical problem and solved it using differential calculus. The first-order condition of profit maximization gave Thunen the marginal productivity theory of distribution

Theory of Resource Allocation Thünen pioneered the marginalist theory of the allocation of resources to production. Assume that the prices of goods and of the resources used in production are given. Then, how much of a good will be produced? What amounts of the various productive resources will be used in the production of the produced good? These are the questions that Thünen tried to answer.

Von Thünen’s concentric rings Thünen's model: the black dot represents a city; 1 (white) dairy and market gardening; 2 (green) forest for fuel; 3 (yellow) grains and field crops; 4 (red) ranching; the outer, dark green area represents wilderness where agriculture is not profitable

One good case Assume a central marketplace surrounded by agricultural land, all of equal fertility There is one agricultural good, wheat Landowners hire workers to produce wheat L workers make Q(L) units of wheat The cost of transporting wheat to the market is t Euros per mile The market price of wheat is P Euros per ton Therefore, wheat grown d miles away from the market will earn P – (t × d) Euros per ton

One good case Revenue earned = [P – (t × d)] × Q(L) Landowners pay each worker the wage w Euros Therefore, total wage payment = w × L Therefore, the landowner’s rent (or, profit) = [P – (t × d)] × Q(L) – w × L The landowner chooses L to maximize this rent (or, profit)

One good case Adam Smith had discussed the idea of profit maximization. It was Thünen who expressed the idea as a mathematical problem, solved it using differential calculus, and derived testable hypotheses from profit maximization

One good case Thünen defined the marginal product of labor MPL as the increase in output Q when labor L increases by one worker He also assumed diminishing returns That is, MPL decreases as L increases He then showed that profit-maximizing landowners will choose L to make [P – (t × d)] × MPL = w This is the key idea of the marginal productivity theory of distribution

Profit Maximization How is a firm to decide how much of a resource to use? Profit maximization implies that the firm should follow this rule: Marginal Product of a resource = Factor Price of the resource (measured in units of the produced good).

One good case When the farm’s distance to the market d is greater, P – (t × d) is smaller As [P – (t × d)] × MPL = w, MPL must be higher when d is greater Diminishing MPL then implies that L must be smaller when d is greater Notice that Thünen has used the idea of profit maximization to derive a testable hypothesis: farms that are farther away from the market will have fewer workers

One good case Moreover, farms that are farther away from the market will earn lower rent (or, profit) Why? They pay more in transport cost t × d and, therefore, earn a lower price P – (t × d) for wheat

One good case [P – (t × d)] × MPL = w Quantity of Wheat A B C w MPL Lf There are two farms: near (n) and far (f). The near farm hires more workers and earns more in rent. The near farm earns ABC in rent, whereas the far farm earns only BC. [P – (t × d)] × MPL = w Quantity of Wheat A B C w [P-(t × dn)] × MPL [P-(t × df)] × MPL MPL Lf Ln L

One good case Graphically, the greater the distance between the farm and the central market/city, the lower the rent Note that this theory of differential rent does not assume that land varies by quality, as Ricardo did Rent Distance, d

One good case Thünen also showed that if transportation cost t decreases, fields that are farther off would be brought into cultivation: another testable hypothesis Rent Distance, d

Multiple goods case What if there are three goods: wheat, corn, and rice? The three crops will be cultivated in concentric circles around the central market/city—another testable hypothesis. This was the birth of location economics or geographical economics Rent Wheat Corn Rice Wheat Corn Rice Distance, d

Capital Theory What is the right time to chop a tree? Maximization of land rent income implies that the landowner should follow this rule: Chop the tree when the highest possible Present Value obtainable from the tree = Salvage Price of Tree. Thünen was analyzing actual problems of forestry when he derived this idea. This an example of the importance of practical problem solving in the progress of economics