Beth has $200 of income to spend on e-books (E), priced at $10 per book, and Zumba (Z) classes, priced at $8 per class. Which of the following consumption bundles is infeasible?

Question

BlackTom AI · Accepted Answer

The question presents Beth's budget: income 200, with E priced at 10 and Z priced at 8. A consumption bundle is infeasible if it costs more than 200.

Option analyzed: E = 10 and Z = 13. The total expenditure would be 10*(E) + 8*(Z) = 10*10 + 8*13 = 100 + 104 = 204. Since 204 > 200, this bundle cannot be afforded with Beth's income; it is infeasible.

For comparison, any feasible bundle must satisfy the budget constraint 10E + 8Z ≤ 200. For example, E = 20, Z = 0 costs 200 and is feasible, and E = 0, Z = 25 costs 200 and is feasible. These show how the constraint operates and why a higher-cost combination like E = 10, Z = 13 exceeds the budget.

Note on the absence of other answer options: the provided data includes only one option to evaluate. If additional options were present, each would be assessed against the same budget equation 10E + 8Z ≤ 200 to determine feasibility; any option with a total cost above 200 would be infeasible, whereas options with total cost 200 or less would be feasible.

Beth has $200 of income to spend on e-books (E), priced at $10 per book, and Zumba (Z) classes, priced at $8 per class. Which of the following consumption bundles is infeasible? 单项选择题

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