In a Sweezy oligopoly, the profit-maximizing level of output occurs where mr=mc.
Paul M. Sweezy created the oligopoly's kinked demand curve in 1939. The model explains how oligopolistic groups behave rather than placing emphasis on how price-output determination occurs.
With an equilibrium output of Q units and an equilibrium price of P, the oligopolist maximizes profits by equating marginal income with marginal cost.
Due to each company's desire to maximize profits, there is frequently intense competition among them when it comes to pricing, production, and promotion.
The main distinction between a monopolist and a perfectly competitive firm is that although for a monopolist, marginal revenue is not equal to the price since changes in output quantity affect the price.
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Answer:
D. nominal interest rate minus the inflation rate.
Explanation:
The real interest rate has been adjusted for inflation.
If nominal interest rate is 6% and inflation is 2%, then the real interest rate would be 4%.
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Answer:
The correct answer is option b.
Explanation:
Shen is working in a country where the inflation rate is high.
He gets a salary every two weeks.
After receiving his salary he immediately goes out and buys all the goods he is going to need over the next two weeks.
He converts the remaining salary in a more stable currency.
He does this in order to prevent his salary from losing purchasing power.
This effort that he is making to prevent his real income from losing value is called the shoe-leather cost of inflation.
The shoe-leather cost can be defined as the cost of time and effort made to prevent the cash holdings from losing their value.
Answer:
False
Explanation:
In a competitive market, if production (and consumption) continues until the marginal benefit of one more unit equals marginal cost, then total surplus is maximized.
As for any extra unit produced
Marginal Benefit > Marginal cost = Surplus
Marginal Benefit = Marginal cost = No Surplus / No loss
Marginal Benefit > Marginal cost = loss
When your Marginal benefit is maximum and Marginal cost is minimum then the surplus will be maximized.
Most efficient situation in which benefit is maximum and the cost is minimum results in maximized surplus.