You observe a put option on ImpoExpo's stock, with an exercise price of $56 and a time to maturity of one year, trading at $1.56. Can you construct a portfolio where you make a risk-free profit in a perfect market? Demonstrate your portfolio's net payoff when the stock price rises or falls
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Q- You observe a put option on ImpoExpo's stock, with an exercise price of $56 and a time to maturity of one year, trading at $1.56. Can you construct a portfolio where you make a risk-free profit in a perfect market? Demonstrate your portfolio's net payoff when the stock price rises or falls
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- Please answer part A-D and include a short explanation for each part of how you arrived at your answer. A) If a stock has a beta coefficient, b, equal to 2.2, the risk premium associated with the market is 9 percent, and the risk-free rate is 8.8 percent, application of the capital asset pricing model indicates the appropriate return should be: B) Steve Brickson currently has an investment portfolio that contains four stocks with a total value equal to $80,000. The portfolio has a beta (b) equal to 2.3. Steve wants to invest an additional $20,000 in a stock that has b = 4.5. After Steve adds the new stock to his portfolio, what will be the portfolio's beta? C) You hold a diversified portfolio consisting of a $5,000 investment in each of 20 different common stocks. The portfolio beta is equal to 2.2. You have decided to sell one of your stocks, a lead mining stock whose b =1.8, for $5,000 net and to use the proceeds to buy $5,000 of stock in a steel company whose b =3.7. What will be…A) What expected return should an investor expect from investments in common stock? You are given the following information: Risk free rate of return = 4%; market risk premium = 11%; Beta of the stock (assume CAPM holds) = 0.72. B) Stock A with beta of 0.8 offers a 11% return while stock B with a beta of 1.2 offers a 15% return. What is the risk-free rate? What is the common market return? Assume CAPM holds.At time t=0 Mr. Anderson sets up a riskless portfolio by taking a position in an option and in the underlying asset. Explain what Mr. Anderson needs to do at time t=1 to keep his portfolio risk neutral and why. A stock price is currently $100 and at the end of four months it will be ST . A derivative written on this stock pays off expST1/3 in four months. Given that u = 1.15, d = 0.87, and that the risk-free interest rate is 10% p.a. (continuously compounded), answer the following questions using a one-period binomial model (show all the details of your calculations and display the results with four decimal places): Calculate the value of ∆ Calculate the current value of the derivative.
- Carefully draw the payoff diagram of a portfolio consisting of a long position in two call options with exercise price K ?, a short position in five call options with exercise price 2K? and a long position in four call options with exercise price 3K?. All options have the same maturity date and the same underlying stock. What reasons could a speculator have for holding such a portfolio (explain in detail)?An investor has a portfolio of two securities, a stock with a beta of 1.24 and a risk-free asset. The stock has an expected return of 13.68% and the risk-free asset has an expected return of 2.80%. The portfolio beta is 0.65. What rate of return should the investor expect to earn on her portfolio? Group of answer choices 8.50% 9.16% 9.33% 9.41%Question: You are an investment advisor. You currently own two stocks, A and B, with the following characteristics: Expected Return Beta X 10% 0.8 Y 16% 1.5 The current risk-free rate is 2 percent, and the expected return on the market is 12 percent. How would you change your holdings of the two stocks (i.e., for each, would you sell or buy more)? Show your calculations (and explain). Stock A: Stock B:
- Consider a European call on Amazon Stock (AMZN) that expires in one period. The current stock price is $100, the strike price is $120, and the risk-free rate is 5%. Assume AMZN stock will either go up to $140 or down to $80. Construct a replicating portfolio using shares of AMZN stock and a position in a risk-free asset … what is the value of the call option?This example is part of "Hedged Portfolios" to minimize risk. Assume you have $7000 to invest; A stock is trading at $100.00. A call option that expires in one year with a strike price of $100.00 is trading at $8.00. How much is your portfolio's 1-year return if you invest in "Only Options" and the stock price after one year is $54.00? Enter your answer in the following format: + or - 0.1234 Hint: The Answer is between -0.89 and -1.08Suppose you are a seller . At time t = 0 you get £C from the buyer where C is the risk-neutral price of the option. You then have to design a hedging strategy which would allow you to meet your financial obligation in one year’s time. Your portfolio should consist of two investments: you are allowed to buy the underlying shares and to deposit money in the bank. The price of the share evolves according to a geometric Brownian motion. State the formulae you will need to compute the number of shares in the portfolio and the capital deposited in the bank at any time t, 0 ≤ t ≤ 1.
- You buy a share of stock, write a 1-year call option with X= $95, and buy a 1-year put option with X= $95. Your net outlay to establish the entire portfolio is $94. The stock pays no dividends. a. What is the payoff of your portfolio? Payoff b. What must be the risk-free interest rate? (Round your answer to 2 decimal places.) Risk-free rateA stock price is $30. An investor buys one call option contract on the stock with a strike price of $28 and sells a call option contract on the stock with a strike price of $27. The market prices of the options are $2 and $1.7, respectively. The options have the same maturity date. Describe the investor’s position and the possible gain/loss he will get (taking into account the initial investment). Make a graph of your gain/loss.Give typing answer with explanation and conclusion to all parts A call option on a non-dividend-paying stock has a market price of +212. The stock price is $15, the exercise price is $13, the time to maturity is 3 months, and the risk-free interest rate is 5% per annum. What is the implied volatility? Please do all work?
