Q1.
Worth in today dollar terms
=40/(1+10%)^2+90/(1+10%)^3+160/(1+10%)^4+160/(1+10%)^5+160/(1+10%)^6+(90/10%)/(1+10%)^6
=907.65
Chapter 5: 01. You have made various investments that, together, will pay you the following stream...
Q3 Q4 Q5 o3. Consider the following capital market. You want to be able to withdraw 1$150K five years earn a 4.2% rate of return per year, how much do you need to invest today? (b) If you can earn 4.2%/year, how much do you need to invest one year from today? (e) If you can earn 4.2%lyear, how much must you deposit at the end of each year for 5 years? (d) How much must you deposit at the...
02. You are evaluating a peculiar real-estate venture that has the following cash flows: an outflow of IS210K at the end of the first year, a cash flow of IS98K in three years, a cash inflow of 1$101K two years after the preceding cash flow, a four-year annuity of cash flows with the first I$S70K cash flow occurring at t 9, and a perpetual series of $10K cash flows starting with the first cash flow 15 years from today. (a)...
If you are willing to pay $46,850.00 today to receive $4,341.00 per year forever then your required rate of return must be ____%. Assume the first payment is received one year from today. If you are willing to pay $20,509.00 today to receive a perpetuity with the first payment occurring next year then the payment must be $______. Assume a 7.00% discount rate. What discount rate would make you indifferent between receiving $3,727.00 per year forever and $5,271.00 per year...
If you are willing to pay $44,793.00 today to receive $4,189.00 per year forever then your required rate of return must be ____%. Assume the first payment is received one year from today. If you are willing to pay $29,453.00 today to receive a perpetuity with the first payment occurring next year then the payment must be $______. Assume a 15.00% discount rate. What discount rate would make you indifferent between receiving $3,526.00 per year forever and $5,610.00 per year...
1. You’d like to buy a small ranch when you retire in 37 years. You estimate that in 37 years you’ll need $9 million to do so. If you can earn 1.0% per month, how much will you need to invest each month (for 37 years), starting next month, in order to reach your goal? Round to the nearest cent. 2. Suppose the Dutch Water Authority offered to sell you a perpetuity of $157 per year, every year, forever starting...
(Real options and capital budgeting) You have come up with a great idea for a Tex-Mex-Thai fusion restaurant. After doing a financial analysis of this venture, you estimate that the initial outlay will be $6 million. You also estimate that there is a 50 percent chance that this new restaurant will be well received and will produce annual cash flows of $760,000 per year forever (a perpetuity), while there is a 50 percent chance of it producing a cash flow...
(Real options and capital budgeting) You have come up with a great idea for a Tex-Mex-Thai fusion restaurant. After doing a financial analysis of this venture, you estimate that the initial outlay will be $6 million. You also estimate that there is a 50 percent chance that this new restaurant will be well received and will produce annual cash flows of $760,000 per year forever (a perpetuity), while there is a 50 percent chance of it producing a cash flow...
please answer all questions with work 7. Santhana Muku, Inc. (SMI) stock is expected to pay a dividend of $3.00 twenty-three years from now (i.e., at t-23; i.e., at the end of the 23rd year). Dividends are forecasted to grow thereafter at a constant rate of 3%/yr forever. The appropriate required return is 8%/yr a. Calculate what the price should be 22 years from now for SMI stock. b. Calculate today's price for SMI stock. 8. String Cheeses, Inc. is...
You have just landed your dream summer internship, and your boss asks you to analyze a project that has an investment cost of $2,000,000, to be paid today (t = 0), and will generate a cash-flow of $200,000 in the first year (t = 1). The cash-flow will then grow at 10% per year for the next six years (the last time the cash-flow grows at 10% is from t = 6 to t = 7). Afterwards, as competition increases,...
5. Your firm's geologists have discovered a small oil field in New York's Westchester County. The field is forecasted to produce a cash flow of C1-$100,000 in the first year. You estimate that you could earn an expected return of r = 12% from investing in stocks with a similar degree of risk to your oil field. Therefore, 12% is the opportunity cost of capital. Suppose initial investment will cost you $900,000, which is the best case for you to...