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Which of the following scenarios is consistent with a consumer's optimal choice?The budget line intersects the indifference curve at multiple pointsThe budget line is tangent to the indifference curveThe budget line intersects the indifference curve at one pointThe budget line is above the indifference curve

Question

Which of the following scenarios is consistent with a consumer's optimal choice?The budget line intersects the indifference curve at multiple pointsThe budget line is tangent to the indifference curveThe budget line intersects the indifference curve at one pointThe budget line is above the indifference curve

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Solution

The scenario that is consistent with a consumer's optimal choice is: "The budget line is tangent to the indifference curve".

Here's why:

  1. "The budget line intersects the indifference curve at multiple points": This is not optimal because it suggests that the consumer can achieve the same level of satisfaction (utility) with different combinations of goods. In an optimal choice, the consumer would want to maximize utility given their budget.

  2. "The budget line is tangent to the indifference curve": This is the optimal choice. At the point of tangency, the consumer is maximizing their utility given their budget. This is because the slope of the budget line (which represents the rate at which the consumer can trade one good for another) is equal to the slope of the indifference curve (which represents the rate at which the consumer is willing to trade one good for another).

  3. "The budget line intersects the indifference curve at one point": This is not necessarily optimal. While it's possible that the point of intersection is the point of tangency (and thus the optimal choice), it's also possible that the budget line intersects the indifference curve at a point where the consumer could increase their utility by moving to a different point on the budget line.

  4. "The budget line is above the indifference curve": This is not optimal because it suggests that the consumer could afford a combination of goods that would provide a higher level of utility. In an optimal choice, the consumer would spend all of their budget to achieve the highest possible utility.

This problem has been solved

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