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Danny is an investment banker and has income I = 300. When prices are px = 10 and
py = 20, Danny consumes the bundle (x; y) = (6; 12).
1. Illustrate Danny's budget constraint and optimal bundle.
2. Suppose that prices change to px = 20 and py = 10. Draw Danny's new budget constraint on the same set of axes as his original budget constraint.
3. Danny is a smart guy and always makes utility maximizing choices. According to revealed preference, which bundles on his new budget constraint will he definitely not consume?
Determine the present worth of a geometric gradient series with a cash flow of $50,000 in year 1 and increases of 6% each year through year 8. The interest rate is 10% per year.
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