I guess I'm just dumb, but I can't for the life of me figure out the answers to my homeworks problems. Can any of you genioses help me. Thanks
3. /solved
4. /solved
5. Julia decides how to allocate $30 of her monthly budget between movies and aerobics
classes. The price of a movie ticket is $6, while the cost of one aerobics class is $3.
(a) Draw Julia?s budget line (put movies on the horizontal axis, and aerobics classes on
the vertical axis). Assuming usual smooth and convex indifference curves show the
optimal allocation Julia should choose.
(b) Suppose that Julia does not know how to spend her money properly, and she allocates
it in a way that her MRS of movies for aerobics is 1. Show this allocation on the
diagram. How should Julia change her consumption bundle to maximize utility?
(c) Julia?s grandmother believes that doing sports is important for health, so she promises
Julia to pay for two aerobics classes she takes every month. Draw Julia?s new budget
line and her new optimal choice. Is Julia better off? Explain.
(d) How would Julia?s budget constraint change if her grandmother gave her $6 every
month instead of paying for aerobics classes? Compared to part (c), is Julia better
off? When would she be indifferent between the two options?
6. Trans-Continental Airlines (TCA) offers the following frequent flyer program to its customers:
For the first 30,000 miles flown each year, customers pay full fare. For the next
20,000 miles flown during the year, the fare is reduced by 20 percent; for all flights beyond
that, the fare is reduced by 50 percent. Sketch the budget constraint that faces a typical
TCA passenger. (Hint: the diagram will represent a situation where the consumer?s income
is allocated between flights and all other goods. Assume that the income of a typical
consumer is sufficiently high.)
Any help or explainations would be great. Thank you
3. /solved
4. /solved
5. Julia decides how to allocate $30 of her monthly budget between movies and aerobics
classes. The price of a movie ticket is $6, while the cost of one aerobics class is $3.
(a) Draw Julia?s budget line (put movies on the horizontal axis, and aerobics classes on
the vertical axis). Assuming usual smooth and convex indifference curves show the
optimal allocation Julia should choose.
(b) Suppose that Julia does not know how to spend her money properly, and she allocates
it in a way that her MRS of movies for aerobics is 1. Show this allocation on the
diagram. How should Julia change her consumption bundle to maximize utility?
(c) Julia?s grandmother believes that doing sports is important for health, so she promises
Julia to pay for two aerobics classes she takes every month. Draw Julia?s new budget
line and her new optimal choice. Is Julia better off? Explain.
(d) How would Julia?s budget constraint change if her grandmother gave her $6 every
month instead of paying for aerobics classes? Compared to part (c), is Julia better
off? When would she be indifferent between the two options?
6. Trans-Continental Airlines (TCA) offers the following frequent flyer program to its customers:
For the first 30,000 miles flown each year, customers pay full fare. For the next
20,000 miles flown during the year, the fare is reduced by 20 percent; for all flights beyond
that, the fare is reduced by 50 percent. Sketch the budget constraint that faces a typical
TCA passenger. (Hint: the diagram will represent a situation where the consumer?s income
is allocated between flights and all other goods. Assume that the income of a typical
consumer is sufficiently high.)
Any help or explainations would be great. Thank you
