Question: You invest $10,000 in a stock that grows at an annual rate of 8%. How much will your investment be worth after 3 years? Options: A) $12,597 B) $12,900 C) $13,000 D) $14,000
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- Suppose that you are willing to pay $450.33 today for a share of stock which you expect to sell at the end of one year for $500.25. If you require an annual rate of return of 15 percent, what should be the estimate of the amount of the annual dividend which you expect to receive by the end of Year 1 prior to the sale of the stock? Assume that the estimated return equals the required rate of return. Options: a. $17.63 b. $1.60 c. $10.99 d. $19.25 e. $3.60Tesla stock is currently selling for $5.7. You are thinking about buying it and you hope to sell it in 2 years. If your required return on investments of this risk is 20.14%, what must you sell it for?? Round to 2 decimal places. Include a dollar sign ($) or percent (%) as appropriate.Tesla stock is currently selling for $799.83. You are thinking about buying it and you hope to sell it in 4 years. If your required return on investments of this risk is 16.58%, what must you sell it for?? Round to 2 decimal places. Include a dollar sign ($) or percent (%) as appropriate. Answer:
- You deposit $12,000 per year over 15 years in a stock portfolio. After that you do not make any further deposits. All the deposits are made at the end of each year. Currently you have $20,000 in the account. How much will the portfolio be worth in 30 years from now if the expected rate of return is 10%? Group of answer choices $1,234,826.30 $1,941,646.54 $1,548,713.04 $1,744,912.79 $1,259,151.51What is the future value of $5,000 invested for 4 years at 7.5% interest compounded continuously? 2. What is the present value of $20,000 to be received in 3 years at a 9% discount rate compounded continuously? 3. A stock sells for $110. A call option on the stock has an exercise price of $105 and expires in 43 days. If the interest rate is 0.11 and the standard deviation of the stock’s return is 0.25. a) Calculate the call using the Black-Scholes model b) What would be the price of a put with an exercise price of $140 and the same time until expiration? c) How does an increase in the volatility and interest rate changes affect the underlying stock’s return on an option’s value? Explain.1. If your stock portfolio is currently valued at $57,000, what will it be worth in 18 years assuming you make 9% per year and no further contributions are made? 2. a. $199,342 b. $129,564 c. $268,875 d. $57,000
- using the chart, how much should the call option worth. please show how to solve this in excel and the formulasExplain how a financial market operates? Which of the investment constraints is expected to have the most impact on your decision process? You plan to buy common stock and hold it for one year. You expect to receive both ₱150 and ₱260 from the sale of the stock at the end of the year. How much will you pay for the stock, if you want to a. Have a return of 8% b. A return of 20% c. A return of 15%TJMaxx (TJX) stock is currently selling for $805.02. You are thinking about buying it and you hope to sell it for $1082.95 in 5 years. What is the implied return? Answer:
- An investor wants to purchase a stock that sells for $48. What is the value of a one-year put option to buy the stock at $45, if debt currently yields 8% and the standard deviation of stock returns is 11%? a. $3.84 b. $6.68 c. $5.28 d. $3.00Consider a forward contract which allows you to buy/sell a non-dividend paying stock in three months. Assume the current stock price is $99.41 and the three-month risk free interest is 5.4 percent per year. What should be the forward price? Keep your answer to two decimal places.5. The price of Gamma Corp. stock will be either $62 or $86 at the end of the year. Call options are available with one year to expiration. T bills currently yield 4 percent. (SHOW YOUR WORK) suppose the current price of the company’s stock is $70. What is the value of the call option if the exercise price is $65 per share? Suppose the exercise price is $75 in part (a). What is the value of the call option now?