Consider an investment that pays $17.17 every year forever. This firm does not intend to grow and has an interest rate (required rate of return) of 8%. What is the present value of this investment opportunity? Give answers to two decimals.
This is an example of perpetuity
PV of perpetuity is mathematically represented as:
PV = $17.17/8% = $214.63
Consider an investment that pays $17.17 every year forever. This firm does not intend to grow...
What is the present value of an investment that pays $100 every other year forever when the first cash flow occurs in one year? What is the value if the first cash flow occurs in two years? The opportunity cost of capital is 16% per year.
An investment pays $4,600 every other year forever and the discount rate is 12 percent compounded daily. What is the value of the investment, if the first payment occurs one year from today?
The firm is expected to grow forever at a rate of 2 percent per year. The current rate of interest is 5 percent, which is expected to remain unchanged for the foreseeable future. What is the value of the firm if it is currently earning profits of $1,000? $26,500 $35,000 $31,000 $30,000 None of the options.
A firm will pay a dividend of $3.47 next year. The dividend is expected to grow at a constant rate of 3.17% forever and the required rate of return is 13.18%. What is the value of the stock?
Consider an all-equity firm with 50,000 shares outstanding and a required rate of return of 12%/year. PartA - What is the total value of the firm if it expects to earn $25,000/year in perpetuity, starting in 1 year from today, if it does not take on any new projects. PartB - The firm has an unusual investment opportunity, which requires it to invest $10,000 today, and makes 9 more annual investments, at the end of each year for 9 more...
A firm pays a current dividend of $1, which is expected to grow at a rate of 9% indefinitely. If the current value of the firm's shares is $109, what is the required return applicable to the investment based on the constant-growth dividend discount model (DDM)? (Do not round intermediate calculations.) Reguired rate of retum 315
consider a consol/perpetuity that pays $100 every period forever. If current yield on the consol was 4% in period t and increased to 5% in period t+1. During this period, the inflation rate was 2%. Then what is the real rate of return for someone who bought it in period t and sold it in period t+1? (In word format preferred)
Example2 New Schools, Inc. expects an EBIT of $7,000 every year forever. The firm currently has no debt, and its cost of equity is 15 percent. The firm can borrow at 8 percent and the corporate tax rate is 34 percent. What will the value of the firm be if it converts to 50 percent debt?
19. Old Schools expects an EBIT of $100,000 every year forever. The firm currently has no debt, and its cost of equity is 10 percent. The firm can borrow at 8 percent and the corporate tax rate is 20 percent. What will the value of the firm be if it converts to 50 percent debt? (40 percent of the levered firm value.) A. $8,895,870.11 B. $1,250,000 D. $680,000.00 E. None of the above.
A firm will pay a dividend of $3.41 next year. The dividend is expected to grow at a constant rate of 2.19% forever and the required rate of return is 13.92%. What is the value of the stock? Submit Answer format: Currency: Round to: 2 decimal places.