(A) To determine: What action Murray is required to take into increase portfolios expected return Introduction Expected return stands to be the loss or profit, anticipated by the investor on the investment which represents its expected return. In other words, it is the estimation with respect to the value of investments which comprises of change in dividend, payment and price computed from the probability distribution curve.

Question

Jeff Krause purchased 1,000 shares of a speculative stock in January for $1.89 per share. Six months later, he sold them for $9.95 per share. He uses an online broker that charges him $10.00 per trade. What was Jeff's annualized HPR on this investment? Jeff's annualized HPR on this investment is %. (Round to the nearest whole percent.)

Answer 1

Question

Chapter 7, Problem 3CP

Summary Introduction

(A)

To determine:

What action Murray is required to take into increase portfolios expected return

Introduction

Expected return stands to be the loss or profit, anticipated by the investor on the investment which represents its expected return. In other words, it is the estimation with respect to the value of investments which comprises of change in dividend, payment and price computed from the probability distribution curve.

Summary Introduction

(B)

To determine:

What action Murray is required to take in order to decrease exposure of risk in his portfolio without engaging in lending or borrowing activities

Introduction:

Stock stands to be the general term which is taken into consideration for describing the company's ownership certificates. On the other hand share refers to the company's stock certificate. When a share of a particular company is held by an investor, he is known as a shareholder.

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Jeff Krause purchased 1,000 shares of a speculative stock in January for $1.89 per share. Six months later, he sold them for $9.95 per share. He uses an online broker that charges him $10.00 per trade. What was Jeff's annualized HPR on this investment? Jeff's annualized HPR on this investment is %. (Round to the nearest whole percent.)

Congratulations! Your portfolio returned 16.7% last year, 2.5% better than the market return of 14.2%. Your portfolio had a standard deviation of earnings equal to 18%, and the risk-free rate is equal to 4.4%. Calculate Sharpe's measure for your portfolio. If the market's Sharpe's measure is 0.29, did you do better or worse than the market from a risk/return perspective? The Sharpe's measure of your portfolio is (Round to two decimal places.)

On January 1, 2020, Simon Love's portfolio of 15 common stocks had a market value of $258,000. At the end of May 2020, Simon sold one of the stocks, which had a beginning-of-year value of $26,900, for $31,400. He did not reinvest those or any other funds in the portfolio during the year. He received total dividends from stocks in his portfolio of $11,900 during the year. On December 31, 2020, Simon's portfolio had a market value of $246,000. Find the HPR on Simon's portfolio during the year ended December 31, 2020. (Measure the amount of withdrawn funds at their beginning-of-year value.) Simon's portfolio HPR during the year ended December 31, 2020, is %. (Round to two decimal places.)