Chapter 15: Introduction to the Portfolio Approach Flashcards
what is included in the returns on investment?
Capital gain or loss and cash flow (dividend)
How to calculate expected return?
= (cash flow + capital gain or - captial loss)/beginning value.
how to calculate the return rate (yeild) of an investment?
= (cash flow + ending value - begining value)/beginning value * 100%
What is the different between annual rate of return and holding period return?
Annual rate of return: return rate of 1 year
Holding period return: return rate of the transaction period can be > or < 1y
What is ex-ante return?
Expected returns
What is ex-post return?
actual historical returns
what is the problem of investing base on rate of return only?
does not take risk into account.
Can you rank the risk level of different securities?
Treasury bills < bonds < debentures < preferred shares < common shares < derivatives
What is considered risk-free rate of return?
T-bills (assume is zero risk associated with)
what is risk?
the likelihood that the actual return will be different from the expected return
What are the types of risk entails in the market?
- Inflation rate risk
- Business risk (uncertainty of the company’s future performance)
- Political risk
- Liquidity risk
- Interest rate risk
- Foreign investment risk (exchange rate risk,…)
- Default risk
What are the two categories of risk?
- Systematic risk or market risk (can’t reduce by diversification like inflation, business cycle, interest rate,..)
- Non-systematic risk or specific risk (price of specific security will change,.. can be reduced by diversification)
what are the common measures to measure risk?
variance, standard deviation, and beta
What is variance measures to measure risk?
- to which extend the possible realized returns differ from the expected return
- the greater the distance estimated between the expected return and the possible returns, the
greater the variance
What is standard deviation (expressed as a %) measures to measure risk?
- is the measure of risk commonly applied to portfolios and to individual securities within that portfolio.
- Standard deviation is the square root of the variance
- The greater the standard deviation, the greater the risk
- Based on past performance.
What is beta measures to measure risk?
- links the risk (volatility) of individual equity securities or a portfolio of equities to the market as a whole.
- Measure the part of the fluctuation in price driven by changes in stock market.
- the higher the beta, the greater the risk
How to calculate the expected return of a portfolio?
= R1.W1 + R2.W2+ …+ Rn.Wn
R: Return on a particular security
W: weight % of the security in the portfolio
Will the risk reduce according to the number of stocks in a portfolio?
No. although total risk does fall significantly when the first few stocks are added, the rate of reduction declines as the number of stocks increases
What is the effect of adding negatively correlated securities to a portfolio does?
reduce risk. However, each additional security reduces risk at a lower rate. An accepted view is that, after 32 equities are added to a portfolio, the effect of adding additional securities to reduce risk is minimal.
What is correlation?
refers to the way securities relate to each other when they are added to portfolio and to how the resulting combination affects the portfolio’s total risk and return.
What is perfect positive correlation?
If the stock prices of those companies always move in the same direction (correlation = +1) -> not reduce risk.
What is perfect negative correlation (-1)?
the stock prices of two companies always move in opposite directions -> no risk.
What does it mean when beta = 1, >1 and <1?
Beta = 1: equity or equity portfolio that moves up or down to the same degree as the stock market
Beta > 1: security or portfolio that moves up or down more than the market (typically cyclical industries)
Beta < 1: security that moves less than the market
(In reality, most portfolios have a beta between 0.75 and 1.40)
What is alpha?
the excess return earned on the portfolio when the portfolios outperform the market.