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Question: For winners of the California SuperLotto Plus, the choice is between a lump sum and annual payments that increase from 2.5% for the first year to 2.7% for the second year and then increase by 0.1% per year to 5.1% for the 26th payment. The lump sum is equal to the net proceeds of bonds purchased to fund the 26 payments. This is estimated at 45% to 55% of the lump sum amount. At what interest rate is the present worth of the two payment plans equivalent if the lump sum is 45%? If it is 55%?
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Suppose one firm's labor demand function is: D(w) = 2w + 50; if this firm hires in a competitive market with the marginal expense ME = 10.
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How long would you have to keep the money in the account to obtain $1,500 assuming a 5% nominal return and no tax? How about if there is a 40% tax? (4)
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