Legal barriers to entry
Patents are illustrations of: (a) legal economies of substitution. (b) legal barriers to entry. (c) natural barriers to entry. (d) marginal diseconomies of scale. Can someone explain/help me with best solution about problem of Economics...
Patents are illustrations of: (a) legal economies of substitution. (b) legal barriers to entry. (c) natural barriers to entry. (d) marginal diseconomies of scale.
Can someone explain/help me with best solution about problem of Economics...
I have a problem in economics on Formula for the marginal utility. Please help me in the following question. The formula for marginal utility of good X is as: (1) MU = change in U/ change in X. (2) MU = U/X. (3) MU = U1 U2. (4) MU = change in X/change in U.
I have a problem in economics on Change in relative price. Please help me in the following question. The Substitution takes place all along a demand curve when there is a: (1) Rapid shortage of a required product. (2) Increase in the common price level. (3) Change in
A firm is most certain to be capable to generate an economic profit when: (1) this is a monopoly. (2) entry within its industry in the short run is prevented through barriers to entry. (3) its marginal costs are less than the marginal costs of its com
Lower bond prices follow through higher: (w) interest rates. (x) real estate speculation. (y) present value of future income by the bonds. (z) growth rates of national income. Please choose the right answer from ab
The demand curve facing an unregulated non-discriminating monopolist is NOT: (w) similar as the industry's demand curve. (x) downward sloping. (y) more elastic than the demand curve facing a competitive firm. (z) various from its marg
Write down the differentiations between monopoly competition and perfect competition?
In drawing the production possibilities curve we assume that: 1) technology is fixed. 2) unemployment exists. 3) economic resources are unlimited. 4) wants are limited.
Under the negative income tax system demonstrated in this figure, where a family of four all along with earned income of $60,000 yearly would have a net [after-tax] income of: (1) $37,500 per year. (2) $42,500 per year. (3) $50,000 per year. (4) $55,0
Optimal Sample Size: The optimal or suitable size of sample in a survey or poll is the function of four discrete factors: 1. Size of the population: The size of the
Production function: This refers to the functional relationship among inputs and outputs.
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