Over the past several weeks you have assembled a small stock portfolio via the purchase of small amounts of different company stocks. You know that the point of a portfolio is to reduce your overall exposure to systematic risk, but aren't sure exactly what the risk of your new portfolio is. You have purchased the following: $9,000 of Ford Stock, $4,000 of John Deer Stock, and $2,000 of Health Care of America (HCA) Stock. You have estimated the betas of these stocks to be the following: a ẞ of 4.29 for Ford, a ẞ of 2.50 for John Deere, and a ẞ of 2.2 for HCA. What is the beta of your portfolio? (Round to 2 decimals) Answer:

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
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Over the past several weeks you have assembled a small stock portfolio via the purchase of
small amounts of different company stocks. You know that the point of a portfolio is to
reduce your overall exposure to systematic risk, but aren't sure exactly what the risk of your
new portfolio is. You have purchased the following: $9,000 of Ford Stock, $4,000 of John
Deer Stock, and $2,000 of Health Care of America (HCA) Stock. You have estimated the betas
of these stocks to be the following: a ẞ of 4.29 for Ford, a ẞ of 2.50 for John Deere, and a ẞ
of 2.2 for HCA. What is the beta of your portfolio? (Round to 2 decimals)
Answer:
Transcribed Image Text:Over the past several weeks you have assembled a small stock portfolio via the purchase of small amounts of different company stocks. You know that the point of a portfolio is to reduce your overall exposure to systematic risk, but aren't sure exactly what the risk of your new portfolio is. You have purchased the following: $9,000 of Ford Stock, $4,000 of John Deer Stock, and $2,000 of Health Care of America (HCA) Stock. You have estimated the betas of these stocks to be the following: a ẞ of 4.29 for Ford, a ẞ of 2.50 for John Deere, and a ẞ of 2.2 for HCA. What is the beta of your portfolio? (Round to 2 decimals) Answer:
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