Portfolio managers pick stocks for their clients’ portfolios based on the investment objective of the portfolio and several other factors. One key consideration is each stock’s contribution to portfolio risk and its statistical relationship with the portfolio’s other stocks. Based on your understanding of portfolio risk, identify whether each statement is true or false. Statement True False A portfolio’s risk is likely to be smaller than the average of all stocks’ standard deviations, because diversification lowers the portfolio’s risk.       Because of the effects of diversification, the portfolio’s risk is likely to be more than the average of all stocks’ standard deviations.       Portfolio risk will increase if more stocks that are negatively correlated with other stocks are added to the portfolio.       The unsystematic risk component of the total portfolio risk can be reduced by adding negatively correlated stocks to the portfolio.

Financial Management: Theory & Practice
16th Edition
ISBN:9781337909730
Author:Brigham
Publisher:Brigham
Chapter25: Portfolio Theory And Asset Pricing Models
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Portfolio risk and diversification

Portfolio managers pick stocks for their clients’ portfolios based on the investment objective of the portfolio and several other factors. One key consideration is each stock’s contribution to portfolio risk and its statistical relationship with the portfolio’s other stocks.
Based on your understanding of portfolio risk, identify whether each statement is true or false.
Statement
True
False
A portfolio’s risk is likely to be smaller than the average of all stocks’ standard deviations, because diversification lowers the portfolio’s risk.
 
 
 
Because of the effects of diversification, the portfolio’s risk is likely to be more than the average of all stocks’ standard deviations.
 
 
 
Portfolio risk will increase if more stocks that are negatively correlated with other stocks are added to the portfolio.
 
 
 
The unsystematic risk component of the total portfolio risk can be reduced by adding negatively correlated stocks to the portfolio.
 
 
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