Separable utility function
One of my friends can't find the answer of this question. Give answer of following economic based question. Tell me about strongly separable utility function?
Give the answer of following question .Tell examples of command economies: A) the United States and Japan. B) Sweden and Norway. C) Mexico and Brazil. D) Cuba and North Korea.
An individual or organization which simultaneously purchases low and sells high in various markets is a/an: (i) Angel duster. (ii) Escalator. (iii) Arbitrageur. (iv) Finagler. (v) Optimizer. Can someone please help me in find
The below table presents the three possible states for stocks A and B returns. (a) De
Select the right ans wer of the question. The personal distribution of income refers to the: A) division of income between personal taxes, consumption expenditures, and saving. B) division of income on the basis of industry sources, for example, agriculture, transport
Discuss the impact of a monopoly on the welfare of the citizens of the country. In your discussion you should include policies that can be implemented by the government too reduce the abuse of dominant position in the market.
I have a problem in economics on Marginal revenue product or MRP curve. Please help me in the given question. Demand for the labor through a monopolist in the product market is its: (i) Value of marginal product (or VMP) curve. (ii) Marginal revenue p
The yield to maturity on a consol bond or perpetuity which pays $200 annually and sells for $1000 is: (w) 5 percent. (x) 10 percent. (y) 20 percent. (z) 25 percent. I need a good answer on the topic of Econ
Price elasticity of demand for a good will tend to rise as the: (i) Number of reasonably good replacements available rises. (ii) Consumer income level rises. (iii) Good is a less significant budget item. (iv) Time permitted for response reduces. (v) Elasticity of supp
When a purely competitive industry is within short-run equilibrium, this: (w) should also be in long-run equilibrium. (x) won’t be in long-run equilibrium. (y) may or may not be within long-run equilibrium. (z) will experience m
Prohibition Corporation’s very famous St. Valentine’s Day software is going within version 6. The very first point Prohibition requires to classify in its quest to maximize profit is the: (1) point e. (2) point f. (3) point g. (4) point h.
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