Chapter 15: Introduction to the Portfolio Approach Flashcards
Expected Return of a Single Security Formula
Expected Cash Flow + Expected Capital Gain (or - Capital Loss) / Beginning Value
Transaction period longer or shorter than a year.
Holding Period Return
A rate of return that is expected. Helps to determine where funds should be invested
Ex-ante
A rate of return that is based on actual historical returns. Compares actual results against both anticipated results and market benchmarks
Ex-post
The rate that is essentially “risk free”, or zero risk. Yield is roughly determined by estimating the short term inflation rate and adding a real return, so all other securities must be greater than this to compensate for the added risk.
Risk free return
The risk that inflation will reduce future purchasing power and real return
Inflation rate risk
The risk that a company’s earnings will be reduced as a result of a labour strike, introduction of a new product to the market, or other factors.
Business Risk
Risk of unfavourable changes in government policies. Raising taxes, raising or lowering interest rates, risks to foreign investment, etc.
Political Risk
Risk that an investor will not be able to buy or sell the security at a fair price quickly enough because opportunities are limited
Liquidity Risk
Risk that interest rates will adversely affect investment
Interest Rate Risk
Risk of loss resulting from an unfavourable change in exchange rates
Foreign Investment Risk
Risk that a company will be unable to make timely interest payments or repay the principal amount of a loan when it comes due
Default Risk
Risk associated with investing in a capital market. Always present, cannot be reduced through diversification
Systematic Risk
The risk of a specific security changing in price or going in a different direction. Can be reduced through diversification
Non-systematic/specific risk
Measure of risk commonly applied to portfolios and individual securities within the portfolio. Gives the investor an indication of the risk associated with the portfolio.
Standard Deviation