Overview of Investment Concepts
Time Value of Money
Importance of understanding that money has different values at different times.
Interest Rates
Role in investment decisions.
Economic Value
Measurement of worth in financial terms.
Decision Rules
Frameworks guiding investment decisions.
Cash Flows
Differentiation among various cash flow types.
Risk
Central to investment considerations; uncertainties linked with future outcomes.
Introduction to Opportunity Cost
Opportunity Cost Concept
Definition: The cost of forgoing the next best alternative when making a decision.
Importance in investment decision making: Understanding the trade-offs involved.
Risk Fundamentals
Risk-Free Rate and Risk Premium
Definitions:
Risk-Free Rate: The theoretical return on an investment with zero risk, often represented by government securities like treasury bills.
Risk Premium: The additional return expected for taking on additional risk above the risk-free rate.
Role of Risk in Investment:
Investors accept risks for potential higher returns.
Variability in returns introduces challenges in forecasting.
Understanding Diversification
Concept of Diversification
Definition: The practice of spreading investments across various assets to reduce risk.
Limitations of Diversification:
Not all diversifications effectively reduce risk.
Frequency and Probability Distributions
Frequency Distributions
Historical analysis of asset returns: Understanding past performance helps in predicting future trends.
Importance: Understanding how often certain returns have occurred historically and variability in performance.
Current Example - S&P 500 Returns
Common returns such as 15% and rare returns like 40% listed.
Probability Distributions
Predict future performance based on historical data.
Provides potential outcome estimations for investment performance.
Historical Asset Performance Examples
Investment Variability
Example of $1 invested in various securities:
Small company stocks over decades yielding substantial returns (e.g., $33,000 at an annual return rate of 16.06%).
Long-term U.S. Government bonds yielding relatively safer returns ($133 from a $1 investment at a 6% return).
Short-term treasury securities providing minimal gains ($21 for a $1 investment at 3%).
Expected Returns and Variance in Investments
Expected Return Calculation
Measure of predicted performance of investment considering likelihoods of various outcomes (e.g., stocks).
Initial example: Calculating expected returns from stocks with varying potential rates of return.
Understanding Variance
Definition: Variance measures how far returns deviate from the expected return, indicating investment risk.
Formula for variance explained: Squared probabilities weighted by deviations from expected returns.
Standard Deviation
Measurement of risk in terms of returns, translating variance into usable context.
Portfolio Probability Distributions
Definition of Portfolio
Combination of multiple assets intended to optimize risk and returns.
Expected Portfolio Return Calculation
Weighted average of expected returns of individual assets in the portfolio.
Variance of Portfolio Returns
Combination of individual asset variances coupled with the covariance between asset returns, affecting total portfolio risk.
Example discussing two assets with dependent returns.
Insight on Covariance and Investment Decisions
Covariance
Definition: A measure of how two investment returns move in relation to each other.
Implications on risk: Understanding how investments react together is crucial in minimizing risk through diversification.
Application and Practical Examples
Example of Travel Agency Investment
Case studying the return variability of Whistle Travel dependent on economic cycles.
Counter-cyclical Investments
Introduction of a counter-cyclical asset (Backyard Splash) demonstrating different performance in varying economic conditions.
Importance of choosing assets in a portfolio that are imperfectly correlated for effective risk management.
Conclusion and Next Steps
Summary of Key Ideas
Importance of understanding risk, diversification, and how past performance influences future decisions.
Essential need for incorporating both frequency and probability distributions in investment strategies.
Preparation for Next Lesson
Future learning to build on risk insights and practical application of the discussed concepts.