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1. Suppose you save $18000 per year in an ordinary annuity promising you an interest rate of i = 3.05% compounded once per year. How much will you have after 25 years?
2. A risk-free bond will pay you $1000 in 1 year. The annual discount rate is i = 3.45% compounded annually. What is PV of the bond?
3. A risk-free bond will pay you $1000 in 2 years and nothing in between. The annual discount rate is i = 3.15% compounded annually. What is the bond’s PV?
Find the bond's price today and six months from now after the next coupon is paid. What is the total rate of return on the bond?
The following is a classic distributive bargaining scenario, wherein each party is attempting to maximize their gains at the expense of the other.
Explain what Buffett means by “normalized earnings.”
Determine the number of possible rate of return values. Find all i values between 0% and 100%.
Charles Henri is considering investing $36,000 in a project that is expected to provide him with cash inflows of $12,000 in each of the first two years and $18,000 for the following year. At a discount rate of zero percent this investment has a net p..
ROE Needham Pharmaceuticals has a profit margin of 5.5% and an equity multiplier of 1.8. Its sales are $120 million and it has total assets of $50 million. What is its Return on Equity (ROE)?
The company pays quarterly dividends of $1.05 a share. Today, you sold all of your shares for $48.30 a share. What is your total percentage return on investment
You are considering opening another restaurant in the food chain of Raising Cane’s. The new restaurant will have annual revenue of $1,100,000 and operating expenses of $600,000. The annual depreciation and amortization for the assets used in the rest..
which one of the following will increase the firm's weighted average cost of capital?
Remember that the “value” of an investment refers to the present value.
Assume all rates are annualized with semi-annual compounding. What is the rate of return on your investment (annualized, with semi-annual compounding)?
Compute the time T the borrower could repay the loan with a single payment of 11500.
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