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If the coefficient of kinetic friction between the 100-kg crate and the plane is µk = 0.25 , determine the speed of the crate at the instant the compression of the spring is x = 1.5 m . Initially the spring is unstretched and the crate is at rest
Solve for the equilibrium price 'P'
Given his plot of land, a farmer uses labor (10 workers), capital (5 pieces of equipment), and fertilizer (5 tons) to produce corn. He has figured that each additional worker hired over the course of the growing season adds 5000 bushels to his cro..
The first payment is due one year from today. The government plans to invest the funds until the final payment is collected and then donate the entire amount, including investment earnings, to a national health center.
ASSUME THAT THE CONSUMPTION SCHEDULE FOR A PRIVATE OPEN ECONOMY IS SUCH THAT CONSUMPTION C = 50 + 0.8Y. ASSUME FURTHER THAT PLANNED INVESTMENT Ig AND NET EXPROTS Xn ARE INDEPENDENT OF THE LEVEL OF REAL GDP AND CONSTANT AT Ig = 30 AND Xn = 10.
Suppose a prot-maximizing monopolist is producing 800 units of output and is charging a price of $40 per unit.a. If the elasticity of demand for the product is $ 2, nd the marginal cost of the last unit produced. b. What is the firm's percentage mark..
Consider the following model of a closed economy (Smallville): MPC = 0.8 - 0.01Y (marginal propensity to consume) C = MPC x YD (consumption function) YD = (Y - T) (disposable income) I = 500 (investment spending) G = 1,500 (government spending)
Terry utility function over leisure (i) and other goods (y) is U(y,1)+y+1*y. the associated marginal utilities are M Uy=1 +1 and M U1=y. he purchases other goods at price of $1, out of the income he earns from working.
there are 51 market participants: 25 of them are producers, where producer i can produce at most one unit of a good at cost i $; 25 of them are consumers, where consumer j is willing to buy at most 1 unit of the good for at most j $; the 51st mark..
BMW sells 5,000 vehicles in the US. The export price is €40,000. The exchange rate is €1= $1.25. US price elasticity of demand for the German import, in terms of the $ price, is-2. The cost of each vehicle is €30,000. What is the current € profit ..
What will the following variables change? How do they change?
The following Cobb-Douglas production function is used to describe the output generated by a local government maintenance agency. Q = L1K2E3 Where L represents number of worker hours, K represents number of trucks used, and E represents energy use..
What is trade and down-ward sloping, linear in terms of production?
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