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Suppose that a household can purchase fruit for $3 per pound and vegetables for $2 per pound. If the household can contribute $12 a week toward the consumption of these goods which of the following points could be found on the budget line?Multiple choice question.0 pounds of fruit and 4 pounds of vegetables.0 pounds of fruit and 12 pounds of vegetables.4 pounds of fruit and 0 pounds of vegetables.3 pounds of fruit and 0 pounds of vegetables.

Question

Suppose that a household can purchase fruit for 3perpoundandvegetablesfor3 per pound and vegetables for 2 per pound. If the household can contribute $12 a week toward the consumption of these goods which of the following points could be found on the budget line?Multiple choice question.0 pounds of fruit and 4 pounds of vegetables.0 pounds of fruit and 12 pounds of vegetables.4 pounds of fruit and 0 pounds of vegetables.3 pounds of fruit and 0 pounds of vegetables.

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Solution

To solve this problem, we need to understand that the budget line represents all combinations of fruit and vegetables that the household can afford given their budget and the prices of the goods.

  1. 0 pounds of fruit and 4 pounds of vegetables: This would cost the household 03 + 42 = 8.Thisiswithinthebudgetof8. This is within the budget of 12, so this point could be on the budget line.

  2. 0 pounds of fruit and 12 pounds of vegetables: This would cost the household 03 + 122 = 24.Thisisoverthebudgetof24. This is over the budget of 12, so this point could not be on the budget line.

  3. 4 pounds of fruit and 0 pounds of vegetables: This would cost the household 43 + 02 = $12. This is exactly the budget, so this point could be on the budget line.

  4. 3 pounds of fruit and 0 pounds of vegetables: This would cost the household 33 + 02 = 9.Thisiswithinthebudgetof9. This is within the budget of 12, so this point could be on the budget line.

So, the points that could be found on the budget line are: 0 pounds of fruit and 4 pounds of vegetables, 4 pounds of fruit and 0 pounds of vegetables, and 3 pounds of fruit and 0 pounds of vegetables.

This problem has been solved

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