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(i) When the demand function is 2Q - 24 + 3P = 0, find the marginal revenue when Q=3.(ii) Given the demand function 0.1Q - 10 +0.2P + 0.02P2 =0, calculate the price elasticity of demand when P = 10.(iii) If supply is related to the price the function P = 0.25Q + 10, find the price elasticity of supply when P = 20.(iv) Given the demand function aQ + bP - k = 0, where a, b and k are positive constants, show that price elasticity of demand is minus one when MR = 0.(v) when the demand is P = 20/(4 +Q), calculate the price elasticity of demand when P = 4.
Consider the following insurance market. There are two states of the world, B and G, and two types of consumers, H and L, who have probabilities pH =0.5 and pL =0.25 (high and low
data of past 20 years regarding price, wage, employment, productivity, investment, profit or loss.
In the case of a tax abolition on food staples, what are the short run and long run effects?
how do i use the grid technique to determine the least cost
Question: Third degree price discrimination Suppose that a monopolist faces two markets with demand curves given by D(p 1 ) = 100 - p 1 D(p 2 ) = 100 - 2p 2 Assume that
Consider 2 firms i=1,2 producing quantities q1 and q2 respectively. Let the market price be given by P=a-b(q1+q2). Firm 1''s Marginal cost c is common knowledge but 2''s cost is no
How is consumer utility calculated?
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some fields have large enough quantities of both oil and ntural gas taht coordination must be achieved for the production of both, reather than oil alone as in our examples. will f
friedman and savage hypothesis
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