Suppose a two-person household. Person 1 has h1 units of time available and takes l1 units of leisure time, and person 2 has h2 units of time available and takes l2 units of leisure time. Collectively, the two persons in the household care about their total consumption c, and their total leisure l=l1+l2, and they have preferences over their total consumption and total leisure just as specified in the course. But person 1 faces a market wage w1, and person 2 faces a market wage w2, with w1 > w2. 1) Draw the budget constraint faced by the two-person household. What will the household do, that is, how much does each household member work? 2) What happens if w2 rises? (w1 > w2 still holds) 3) Explain your results and interpret
Suppose a two-person household. Person 1 has h1 units of time available and takes l1 units of leisure time, and person 2 has h2 units of time available and takes l2 units of leisure time. Collectively, the two persons in the household care about their total consumption c, and their total leisure l=l1+l2, and they have preferences over their total consumption and total leisure just as specified in the course. But person 1 faces a market wage w1, and person 2 faces a market wage w2, with w1 > w2.
1) Draw the budget constraint faced by the two-person household. What will the household do, that is, how much does each household member work?
2) What happens if w2 rises? (w1 > w2 still holds)
3) Explain your results and interpret
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