(a)
To determine: Whether the statement that the future price on stock index with a high dividend yield should be higher than the future price on index with low dividend yield keeping other things same is true or not alongwith reasons.
Introduction : The future price of any stock index is decided by the spot − future parity equation. When yields are high, the price will be less and vice-versa.
(b)
To determine: Whether the statement that the future price on a high beta stock is higher than future price on a low stock beta keeping other things as same is true or not.
Introduction : The future price of any stock index is decided by the spot − future parity equation. When yields are high, the price will be less and vice-versa.
(c)
To determine: Whether the beta on a short position in S&P 500 futures contact is negative or not.
Introduction : The future price of any stock index is decided by the spot − future parity equation. When yields are high, the price will be less and vice-versa.
Want to see the full answer?
Check out a sample textbook solution- You would like to combine a risky stock with a beta of 1.86 with U.S. Treasury bills in such a way that the risk level of the portfolio is equivalent to the risk level of the overall market. What percentage of the portfolio should be invested in the risky stock? (Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.)arrow_forwardAt time t = 0, a trader takes a long position in a futures contract on stock i that willexpire at time T. the present value of this contract to the long is given by: See Image. Assume no-arbitrage price, briefly descthat if the return from stock i is positively correlated with the overall return on the stock market, then the futures market must be in backwardation at time t = 0.arrow_forwardConsider a stock that pays no dividends on which a futurescontract, a call option, and a put option trade. The maturity date for all three contracts is T, the strikeprice of both the put and the call is K, and the futures price is F. Prove that if K = F, then the price ofthe call option equals the price of the put option.arrow_forward
- Stock A's beta is 1.7 and Stock B's beta is 0.7. Which of the following statements must be true about these securities? (Assume market equilibrium.) a. Stock B must be a more desirable addition to a portfolio than A. b. Stock A must be a more desirable addition to a portfolio than B. c. The expected return on Stock A should be greater than that on B. d. The expected return on Stock B should be greater than that on A. e. When held in isolation, Stock A has more risk than Stock B.arrow_forwardA three-step binomial tree with terminal stock prices being 1.103, 0.875, 0.695, and 0.552. At time 0, if you have the insider information that at the maturity the stock price will be 0.875. Then, will the option premium at time 0 still be same as if you don't have this information, please choose from the answers below? a) Option premium is irrelevant to the private information (about the underlying) that option holder possesses. b) As in that case, the risk neutral probability of the impossible sample paths become zero.arrow_forwardA stock has an expected return of 14% based on its performance. Under the APT, given its risk exposure, the fair expected return is 18%. What would an arbitrageur trade in this situation? a. Buy the stock as price is too low. Buying increases price, reducing return. b. Buy the stock as price is too low. Buying increases price, increasing return. c. Do nothing - without risk free rate cannot tell. d. Short the stock as the price is too high. Selling reduces price, increasing returnarrow_forward
- The basis is defined as the spot price minus the futures price. A trader is hedging the sale of an asset with a short futures position. The basis falls unexpectedly. Which of the following is true? Question 3Answer a. The hedger’s position sometimes worsens and sometimes improves. b. The hedger’s position stays the same. c. The hedger’s position worsens. d. The hedger’s position improves.arrow_forwardSuppose you observe the following situation: Security Beta Expected Return Pete Corp. 1.70 0.180 Repete Col 1.39 0.153 What is the risk-free rate? (Do not round intermediate calculations. Round the final answer to 3 decimal places) Risk-free rate % Assume these securities are correctly priced. Based on the CAPM, what is the expected return on the market? (Do not round intermediate calculations. Round the final answers to 2 decimal places.) Expected Return on Market Pete Corp. Repete Co.%arrow_forwardSuppose you observe the following situation: Security Beta Expected Return Pete Corp. 1.70 0.180 Repete Co. 1.39 0.153 What is the risk - free rate? (Do not round intermediate calculations. Round the final answer to 3 decimal places.) Risk - free rate % Assume these securities are correctly priced. Based on the CAPM, what is the expected return on the market? (Do not round intermediate calculations. Round the final answers to 2 decimal places.) Expected Return on Market Pete Corp. % Repete Co. %arrow_forward
- Consider the following two scenarios whereby the cost-of-carry model is violated. You are required to select appropriate missing words and fill in question 1. a. long b. spot c. over priced d. short arbitrage e. under priced f. long arbitrage g. futures h. short Question 1 a. If ft >S0 (1 + rf - d)^t, then the( ) is ( )relative to ( ) or equivalently, the quoted futures price is higher than what it should be. Thus, the correct arbitrage strategy should be: ( ) the futures contract and ( )the spot market. This strategy is also known as ( ). b. If ft <S0 (1 + rf - d)^t, then the( ) is ( )relative to ( ) or equivalently, the quoted futures price is lower than what it should be. Thus, the correct arbitrage strategy should be: ( ) the futures contract and ( )the spot market. This strategy is also known as ( ).arrow_forwardMarket equity beta measures the covariability of a firms returns with all shares traded on the market (in excess of the risk-free interest rate). We refer to the degree of covariability as systematic risk. The market prices securities so that the expected returns should compensate the investor for the systematic risk of a particular stock. Stocks carrying a market equity beta of 1.20 should generate a higher return than stocks carrying a market equity beta of 0.90. Nonsystematic risk is any source of risk that does not affect the covariability of a firms returns with the market. Some writers refer to nonsystematic risk as firm-specific risk. Why is the characterization of nonsystematic risk as firm-specific risk a misnomer?arrow_forwardQuestion 1. Let St be the current price of a stock that pays no dividends. a)Let rbid be the interest rate at which one can invest/lend money, and roff be theinterest rate at which one can borrow money, rbid≤roff. Both rates are continuously compounded. Using arbitrage arguments, find upper and lower bounds for the forwardprice of the stock for a forward contract with maturity T > t. b)How does your answer change if the stock itself has bid price St,bid and offer price St,off?arrow_forward
- Financial Reporting, Financial Statement Analysis...FinanceISBN:9781285190907Author:James M. Wahlen, Stephen P. Baginski, Mark BradshawPublisher:Cengage Learning