The question concerns the implications of moving from an inefficient allocation to an efficient allocation within the context of an Edgeworth Box model in economics.
An allocation is considered Pareto efficient (or simply efficient) if it's impossible to improve one person's situation (utility) without worsening another's. Conversely, an allocation is inefficient if such improvements are possible.
Based on the definition of efficiency in the Edgeworth Box:
This matches the outcome where the utility of one individual increases, while the utility of any other individual is not decreased.
Which of the following statement is correct?
I. Indifference curves are sloping from left to right.
II. Higher indifference curve gives a higher level of utility.
If in a production process, all inputs are tripled, which of the following statements follows?
I. If the output is tripled, then decreasing returns to scale apply.
II. When the output is doubled, constant returns to scale apply.
III. If the output is more than tripled, then increasing returns to scale apply.
When it is not possible to make someone good without harming someone, then such a situation is called
According to Ricardo what condition is necessary to make possible international trade between two countries?
Match List I with List II:
List- I Shape of revenue curve of the firm | List – II Market structure | ||
A. | Kinked revenue-curve | (I) | Monopolistic competition |
B. | Infinitely elastic straight line curve | (II) | Perfect competition |
C. | Relatively less elastic curve | (III) | Oligopoly |
D. | Relatively high elastic curve | (IV) | Monopoly. |