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Problem: Suppose you have come up with the following dividends forecasts for the next three years. After the 3d year, the dividend will grow at a constant rate of 10% per year and the interest rate is 15%. Year 1 - expected dividend $1, year 2 - expected dividend $2, year 3 - expected dividend $4.
Questions: 1) Calculate the dividends in year 4 (D4)
2) Calculate the price in year 3 (P3)
3) Calculate the stock's price today (Po)
How would you measure the corporation's revenue performance over the last few years( for example, is it incresing, declining, stagent)? what are the reasons for your assessment? What factors will have the greatest influence on the evaluation o..
While she held the stock it paid a dividend of $1.50 per share. What was Beverly's total dollar return on this stock?
You have about $50 000 but the car costs $68 500. If you can earn 9 percent how much do you have to invest today to buy the car in two years?
nelson corporation issues 200000 new shares of common stock to current stockholders at a 15 price per share. the price
Calculate the following for both bonds using semiannual analysis.
A business consultant's computer equipment with a $5,000 adjusted basis was destroyed by a flood. In the same year, his business car with a $4,000 adjusted.
The following table shows two schedules of prospective operating cash inflows, each of which requires the same net initial investment of $10,000 for a new system now:
You are evaluating two risky investments, A and B, What are the expected returns and standard deviations for A and B
A future value equals a present value plus the interest that can be earned by having ownership of the money; it is the amount that the present value will grow.
The real risk free of interest is 4%. Inflation is expected to be 2% this year and 4% during the next 2 yrs. Assume that the maturity risk premium is zero.
What is open innovation? What is the alternative to open innovation? That is, what methods do companies use who do not use open innovation?
Suppose a worker needs to process 100 items. The time to process each item is exponentially distributedwith a mean of 1 minute, and the processing times are independent. Approximately, what is the probability that the worker finishes in less than ..
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