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Assume you have $12,000 in cash. You can deposit it today in a mutual fund earning 8.2% semiannually, or you can wait, enjoy some of it, and invest $11,000 in your brother's business in two years. Your brother is promising you a return of at least 10% on your investment. Regardless of the investment option you choose, you will have to cash in at the end of 10 years. Assume your brother is trustworthy and that both investments carry the same risk. Which investment option will you choose and why? Justify your answer using time value of money calculations and concepts.
Examine the types of decisions financial managers make. How are these decisions related to the primary objective of financial managers?
Suppose 1-year T-bills currently yield 7.00% and the future inflation rate is expected to be constant at 2.70% per year. What is the real risk-free rate of return, r*? The cross-product term should be considered , i.e., if averaging is required, use ..
A bond was issued 2 years ago. It's original maturity was 20 years. The coupon rate is 4% and the current YTM is 6%. Compute its intrinsic value
Find the cash flow from assets in the base case and the sensitivity of net present value to changes in fixed costs.
What is the effective rate of interest? What would the effective rate be if Carey were required to make 12 equal monthly payments to retire the loan?
Thed most direct and popular way of hedging transaction exposure is by: exchange-traded futures options currency forward contracts foreign currency warrants borrowing and lending in the domestic and foreign money markets
How does the method of payment (cash vs. stock) impact the returns to target shareholders?
Suppose a stock had an initial price of $115 per share, paid a dividend of $3.00 per share during the year, and had an ending share price of $144. Compute the percentage total return. What was the dividend yield?
What is the average amount it will have in the fund over the course of two years? Find the one-month moving average of the amount it had in the fund.
If the overall rate of inflation was positive over the life of your mortgage, what affect would that have on the REAL value of your debt (the mortgage)?
Find all non-negative rates of return for this project. Compute the modified rate of return (the solution to FW(i;k) = 0) for external rates k = 10% and 50%.
A $1,000 par bond that pays interest semiannually has a quoted coupon rate of 5% and exactly 8 years to maturity. What is the bond's current value?
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