An exchange traded fund (ETF) is a security that represents a portfolio of individual stocks. Consider an ETF for which each share is equivalent to a portfolio of two shares of Amarillo National Bank (ANB), three shares of Canyon Buff Enterprise (CBF), and two shares of Tyson Foods (TSN). Suppose the current market price of each individual stock are ANB: $81, CBF: S 60, and TSN: $65. What is the market price of the portfolio?

An exchange traded fund (ETF) is a security that represents a portfolio of individual stocks. Consider an ETF for which each share is equivalent to a portfolio of two shares of Amarillo National Bank (ANB), three shares of Canyon Buff Enterprise (CBF), and two shares of Tyson Foods (TSN). Suppose the current market price of each individual stock are ANB: $81, CBF: S 60, and TSN: $65. What is the market price of the portfolio?

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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You have been given the following return information for a mutual fund, the market index, and the risk-free rate. You also know that the return correlation between the fund and the market is 0.97. Year 2018 2019 2020 2021 2022 Fund -15,2% 25.1 12.4 6.2 -1.2 Sharpe ratio Treynor ratio Market -24.5% 19.5 9.4 7.6 -2.2 Risk-Free 1% 3 2 4 2 What are the Sharpe and Treynor ratios for the fund? Note: Do not round intermediate calculations. Round your answers to 4 decimal places.
You have been given the following return information for a mutual fund, the market index, and the risk-free rate. You also know that the return correlation between the fund and the market is 0.97. Year 2018 2019 2020 2021 2022 Fund -14.85% 25.1 12.9 7.2 -1.5 Market -29.5% 20.0 10.9 8.0 -3.2 Risk-Free 3% 5 2 5 What are the Sharpe and Treynor ratios for the fund? Note: Do not round intermediate calculations. Round your answers to 4 decimal places. Answer is complete but not entirely correct. Sharpe ratio Treynor ratio 0.1613 2.8377
You are given the following information concerning several mutual funds: Fund Return in Excess of the Treasury Bill Rate Beta A 12.4% 1.14 B 13.2% 1.22 C 11.4% 0.90 D 9.8% 0.76 E 12.6% 0.95 During the time period, the Standard & Poor's stock index exceeded the Treasury bill rate by 10.5 percent (i.e., r(m) - r(f) = 10.5%) a. Rank the performance of each fund without adjusting for risk and adjusting for risk using the Treynor index. Which, if any, outperformed the market? (Remember, the beta of the market is 1.0.) b. The analysis in part (a) assumes each fund is sufficiently diversified so that the appropriate measure of risk is the beta coefficient. Suppose,…
Compute the net asset value for a share of a mutual fund with the following characteristics: Market value of assets: Market value of liabilities: Number of shares outstanding: $26.07 $23.66 O $24.41 $22.76 25.04 $177,000,000 $12,000,000 7,250,000
Suppose you own a mutual fund which has 11,326,555 shares outstanding. If its total assets are $70,111,050 and its liabilities are $12,444,100, find the net asset value of the fund.
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The process of bond valuation is based on the fundamental concept that the current price of a security can be determined by calculating the present value of the cash flows that the security will generate in the future. There is a consistent and predictable relationship between a bond’s coupon rate, its par value, a bondholder’s required return, and the bond’s resulting intrinsic value. Trading at a discount, trading at a premium, and trading at par refer to particular relationships between a bond’s intrinsic value and its par value. This also results from the relationship between a bond’s coupon rate and a bondholder’s required rate of return. (1) Remember, a bond’s coupon rate partially determines the interest-based return that a bond ________ pay, and a bondholder’s required return reflects the return that a bondholder (2) ___________to receive from a given investment. The mathematics of bond valuation imply a predictable relationship between the bond’s coupon rate, the bondholder’s…
In this problem, we derive the put-call parity relationship for European options on stocks that pay dividends before option expiration. For simplicity, assume that the stock makes one dividend payment of $D per share at the expiration date of the option.a. What is the value of a stock-plus-put position on the expiration date of the option?b. Now consider a portfolio comprising a call option and a zero-coupon bond with the same maturity date as the option and with face value (X + D). What is the value of this portfolio on the option expiration date? You should find that its value equals that of the stock-plus-put portfolio regardless of the stock price.c. What is the cost of establishing the two portfolios in parts (a) and (b)? Equate the costs of these portfolios, and you will derive the put-call parity relationship.
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