INVESTMENTS(LL)W/CONNECT
11th Edition
ISBN: 9781260433920
Author: Bodie
Publisher: McGraw-Hill Publishing Co.
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Chapter 21, Problem 3PS
Summary Introduction
To think critically about:
The relationship between income yield and interest rate is to be explained. The impact of interest rate and income yield over the time-spread is to be determined.
Introduction:
Time spread is the hedging technique. It involves simultaneously buying and selling the contract of same underlying stock at similar price with different maturity period. It means investor is purchasing a contract of long- maturity and selling the contract of short- maturity.
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Students have asked these similar questions
All else equal, is a call option on a stock with a lot of firm-specific risk worth more than one on a stock with little firm-specific risk? The betas of the two stocks are equal.
If you compare two stocks which have identical firm-specific risk. However, one of these options has a high beta, while the other has a low beta. The value of a put option on the high beta stock is ________ compared to the low beta stock.
higher
lower
the same
more information is needed
Under which of the following circumstances would you want to buy a stock?
Select one:
a.
The HPR is greater than zero.
b.
A stock's holding period return is greater than the CAPM return
c.
A stock's CAPM return is greater than its holding period return
d.
The stock's price is higher than its value
Chapter 21 Solutions
INVESTMENTS(LL)W/CONNECT
Ch. 21 - Prob. 1PSCh. 21 - Prob. 2PSCh. 21 - Prob. 3PSCh. 21 - Prob. 4PSCh. 21 - Prob. 5PSCh. 21 - Prob. 6PSCh. 21 - Prob. 7PSCh. 21 - Prob. 8PSCh. 21 - Prob. 9PSCh. 21 - Prob. 10PS
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- Explain why both put and call options are worth more if the stockreturn standard deviation is higher but put and call options areaffected oppositely by the stock price.arrow_forward2. In the capital asset pricing model, what does the stock beta stand for? (a) The volatility of the security (b) The joint volatility of any two securities in a portfolio (c) The relative co-movement of a security with respect to the market portfolio (d) The volatility of a security divided by the volatility of the market indexarrow_forward1. What are beta measures? (a) The volatility of the security (b) The joint volatility of any two securities in a portfolio (c) The volatility of a security divided by the volatility of the market index (d) The relative co-movement of a security with the market portfolio 2. Which of the following statements about a stock's beta is true? I. A beta greater than one is riskier than the market II. A beta less than one is less risky than the market III. A beta less than one is risk-free IV. A beta less than one is undervalued (a) Statement I alone (b) Statement III alone (c) Statements I and III (d) Statements I and IIarrow_forward
- Assume that you have a portfolio of two stocks, X and Y. If the risk of stock X is 1.2 and the risk of stock Y is 4 then the return on stock Y should be? If the portfolio is well diversified and stocks are strongly negatively related, then the risk for the portfolio will be?arrow_forwardThe security market line (SML) is an equation that shows the relationship between risk as measured by beta and the required rates of return on individual securities. The SML equation is given below: Required return on Stock = Risk-free return + (Market risk premium) (Stock's beta) If a stock's expected return plots on or above the SML, then the stock's return is sufficient ✓to compensate the investor for risk. If a stock's expected return plots below the SML, the stock's return is insufficient to compensate the investor for risk. The SML line can change due to expected inflation and risk aversion. If inflation changes, then the SML plotted on a graph will shift up or down parallel to the old SML. If risk aversion changes, then the SML plotted on a graph will rotate up or down becoming more or less steep if investors become more or less risk averse. A firm can influence market risk (hence its beta coefficient) through changes in the composition of its assets and through changes in the…arrow_forwardIs it possible to construct a portfolio of real-world stocks that has a required return equalto the risk-free rate? Explain.arrow_forward
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