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Consider the problem of maximizing the profit function (pi)= pY -wL subject to the production function Y= L to the alpha (as the exponent) where alpha E (epsilon) (0,1). derive the profit function and confirm that Hotellings Lemma is met. What happens if alpha = 1?
Evaluate price elasticity of demand
You know from data gathered on the widget market that market demand has recently increased and market supply has recently decreased. As manager of the facility, what decisions should you make regarding production levels and pricing for your widget..
Write down the household's budget constraints for period 1 and 2 and identify the current account.
Assume a firm's production function is given by Q = 12L - L^2 for L = 0 to 6, where L is labour input per day and Q is output per day. Derive and draw the firm's demand for labour curve if output sells for $10 in competitive market.
An industry is composed of 20 firms, all with equal sales. The Herfendahl Index ratio in this industry is a. 1000 b. 500 c. 800 d. This cannot be determined from the information given.
Compute the weighted average cost of capital using book value weights. Compute the weighted average cost of capital using market value weights. Compare the answers obtained in parts a and b. Describe the differences.
Two partners who owns IT Business Solutions, a company supplying specialist software, operate out of an office in Fourways, Johannesburg but have discovered a vacant office building close to Sandton City.
Kenya is a state that is a part of the African Nation. Talk about the exchange rates and their money supply. Also write about whether or not Kenya has a promising future.
Compute the equilibrium price and quantity. Describe why the output and price levels are different for X1 and X2. Explain what occurs to consumer surplus, producer surplus, and deadweight loss.
Evaulate the price elasticity of demand for subway rides. The subway fare in your town has just been increased from the current level of 50 cents to $1.00 per ride.
The marginal and average cost curves of taxis in metropolis are constant at $.20/mile. The demand curve for taxi trips in metropolis is given by P = 1 - .00001q, where P is the fare, in dollars per mile, and Q is measured in miles per year.
Consider two firms X and Y that produce identically tasting cold drinks. In order to raise the demand for its cold drink, firm X raise its advertisement outlay.
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