Point B and Suboptimal Choices on Indifference Curve IC3 (Figure 5.7)
The indifference curve IC3 intersects the feasible frontier at two points, demonstrating suboptimal but feasible choices for Angela. One of these intersection points is labeled as point B. This point represents an allocation with fewer hours of free time and a larger amount of grain compared to the optimal point A. While feasible, any point on IC3 provides lower utility than point A, which lies on the higher indifference curve IC-star.
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Ch.5 The rules of the game: Who gets what and why - The Economy 2.0 Microeconomics @ CORE Econ
The Economy 2.0 Microeconomics @ CORE Econ
Related
The Feasible Frontier in Figure 5.7
Activity: Determining the Best Angela Can Do
Angela's Optimal Choice (Point A) where MRS = MRT
Activity: Evaluating Statements on Angela's Choices Using a Graph
Point B and Suboptimal Choices on Indifference Curve IC3 (Figure 5.7)
Unattainable Allocations like Point C on IC5 (Figure 5.7)
Learn After
An individual's choices between daily hours of free time and units of grain are constrained by a feasible frontier. Their preferences are represented by indifference curves. Consider Point X, a specific combination of free time and grain that lies on both the feasible frontier and an indifference curve. At Point X, the slope of the indifference curve is steeper than the slope of the feasible frontier. Which statement best analyzes why Point X is a suboptimal choice?
Evaluating a Farmer's Production Choice
An individual is choosing a combination of 'leisure hours' and 'goods consumed' along a feasible production frontier, which represents all possible combinations they can achieve. They select a combination, Point Z, which lies on this frontier. If another combination on the same frontier would place the individual on a higher indifference curve (representing greater satisfaction), then the choice of Point Z is considered suboptimal, even though it represents a technically achievable outcome.
Analyzing Suboptimal Choices
An individual's possible combinations of 'daily free time' and 'goods consumed' are shown by a downward-sloping feasible frontier. Their preferences are represented by a map of indifference curves. One particular indifference curve intersects the feasible frontier at two distinct points: Point X (16 hours of free time, 60 units of goods) and Point Y (11 hours of free time, 75 units of goods). Which of the following statements accurately analyzes the situation?
Evaluating a Decision-Making Outcome
Analyzing Suboptimal Choices on a Feasible Frontier
A self-employed individual's choice between daily leisure hours and units of output is constrained by a feasible frontier. Their preferences are represented by indifference curves. They are currently at a production point on the feasible frontier where their marginal rate of substitution (the amount of output they are willing to give up for an extra hour of leisure) is 15, while their marginal rate of transformation (the amount of output they would actually lose by taking an extra hour of leisure) is 10. Which statement correctly analyzes this individual's situation?
An individual makes choices between hours of free time and units of a good, constrained by a feasible production frontier. Match each condition describing a point on the frontier with the correct implication for the individual's utility.
A self-sufficient farmer is operating at a point on their feasible production frontier. At this point, the amount of grain they are willing to give up for one more hour of free time is 12 bushels, but the actual amount of grain they would lose by working one less hour is only 8 bushels. To reach a more preferred outcome, the farmer should reallocate their time to have _________ free time.