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If population growth carry on then there will not be sufficient resources around for everyone this will lead to an event such as famine / war, which will decrease the population.
Macroeconomics, Economics
Question: Jones is one of 100,000 corn farmers in a perfectly competitive market. What will happen to the price she can charge if: a. The rental price on all farmland increases as urbanization turns increasing amounts of ...
Question: 1) Graphically illustrate the minimum wage. Note the deadweight (welfare loss) loss and the loss or redistribution from job search. 2) Assume that you have two periods: 2011 and 2012 for a pickup truck. Price 2 ...
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Question - Suppose either computers or televisions can be assembled with the following labor inputs: Units produced 1 2 3 4 5 6 7 8 9 10 Total labor used 3 7 12 15 25 33 42 54 70 90 The following production possibility c ...
Question - Consider a community consisting of three voters, Al, Bob and Cathy. The Marginal Benefit function for each person is, for lighthouse service G is; MBa = 40 - 4G for Al, MBb = 20 - 2G for Bob, and MBc = 10 - G ...
Question: A firm faces the following demand curve: P = 120-0.20 * Q, and MR = 120 0.01 * Q. The firm's cost function T_C = 60 * Q + 25,000; MC = 60 (it is constant over all levels of output. If the firm maximizes profit, ...
Question: Consider the technology represented by y = (x_1)^0.4 (x_2)^0.6. The marginal products are MP_1 = 0.4/x_1 and MP_2 = 0.6/x_2. We now consider the problem of cost minimization. Write the problem of cost minimizat ...
Question - The supply for cars Q s , depends on the price of cars P, and the price of steel P s . The demand for cars Q d , depends on the price of cars P, the price of car insurance P i , the price of bus tickets P b , ...
Question - Suppose the demand curve for a product is given by Q = 19 - 1P + 2Ps Where P is the price of the product and Ps is the price of a substitute good. The price of the substitute good is $2.40. Suppose P = 0.60. W ...
Question: Mandy has an income of $800 in period 1 and will have an income of $500 in period 2. Her utility function is U(c 1 , c 2 ) = c 0.80 c 0.20 , where c 1 is her consumption in period 1 and c 2 is her consumptio ...
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