Investment Notes

Historical Rates of Return

  • Investment Scenario (2005):
    • Initial investment: 10,00010,000 in 2005.
    • Investment options:
      • Australian shares: Top 500 ASX companies (S&P/ASX All Ordinaries Index).
      • Australian bonds: Investment-grade Australian bonds (Treasury, semi-government, corporate).
      • Cash: Short-term money market instruments (overnight cash, 1-3 month bank bills).

Performance of Different Asset Classes (2005-2024)

  • Portfolio Values and Returns (as of Dec 31, 2024):
    *Australian Shares:
    * Value: 47,19447,194
    * Effective Annual Return: 8.1%8.1\%
    *Australian Bonds:
    * Value: 22,85822,858
    * Effective Annual Return: 4.2%4.2\%
    *Cash:
    * Value: 19,51619,516
    * Effective Annual Return: 3.4%3.4\%
    *Inflation:
    * Value: 17,10417,104
    * Effective Annual Return: 2.7%2.7\%

  • Questions addressed:

    • Portfolio value as of December 31, 2024.
    • Effective annual return over 20 years (2005-2024).
    • Comparison of returns to inflation.

Risk Considerations

  • Negative Returns:

    • Australian Shares: experienced negative returns in 2008 (-40.4%), 2011 (-11.4%), 2018 (-3.5%), and 2022 (-3.0%).
    • Australian Bonds: experienced negative returns in 2021 (-2.9%) and 2022 (-9.7%).
    • Cash: No negative returns over 20 years.
  • Standard Deviation:

    • Definition: A measure of risk indicating the tendency of historical returns to deviate from their average.
      • Australian Shares: 16.6%16.6\%
      • Australian Bonds: 5.1%5.1\%
      • Cash: 2.1%2.1\%

Risk-Return Trade-off

  • Principle: Investors have historically earned higher returns on riskier investments.
  • Risk Aversion: Investors prefer a certain return over an uncertain one.
  • Incentive for Risk: Higher expected returns are offered on riskier investments to compensate investors.
  • Expected vs. Actual Return: Expected return may not always equal realised return.
    • During the 2008 financial crisis, Australian shares returned -40.4%, while Australian bonds returned 14.9%.

International Asset Classes

  • Investment Options:

    • US Shares: Top 500 US companies (S&P 500 Index).
    • International Shares: 1,300 companies across 22 developed markets (excluding Australia).
    • International Bonds: Investment-grade international bonds (excluding Australia).
  • Performance Comparison:
    *US Shares:
    * Value: 90,86790,867
    * Effective Annual Return: 11.7%11.7\%
    * Standard Deviation: 18.0%18.0\%
    *International Shares:
    * Value: 58,94158,941
    * Effective Annual Return: 9.3%9.3\%
    * Standard Deviation: 16.8%16.8\%
    *Australian Shares:
    * Value: 47,19447,194
    * Effective Annual Return: 8.1%8.1\%
    * Standard Deviation: 16.6%16.6\%
    *International Bonds:
    * Value: 24,78124,781
    * Effective Annual Return: 4.6%4.6\%
    * Standard Deviation: 5.3%5.3\%
    *Australian Bonds:
    * Value: 22,85822,858
    * Effective Annual Return: 4.2%4.2\%
    * Standard Deviation: 5.1%5.1\%
    *Cash:
    * Value: 19,51619,516
    * Effective Annual Return: 3.4%3.4\%
    * Standard Deviation: 2.1%2.1\%

  • Observations:

    • US shares had the highest return but also the highest risk.
    • The risk-return trade-off holds across international asset classes.

Risk-Return Trade-Off Summary

  • Investor Behavior: Risk-averse investors require higher expected returns for higher-risk assets.
  • Compensation for Risk: Investors must be compensated with a higher expected return to invest in riskier assets.

Risk-Return Trade-Off Examples

  • Bonds vs. Ordinary Shares:

    • Bonds: Exchange cash for promised interest and face value; contractual cash flows; paid before shareholders in bankruptcy.
    • Ordinary Shares: Exchange cash for ownership; dividends not guaranteed; residual claim on assets after creditors and bondholders.
    • Conclusion: Expected return on ordinary shares (equity cost of capital) > expected return on bonds (yield) because shares are riskier.
  • Corporate vs. Treasury Bonds:

    • Treasury Bonds: Generally risk-free; repayment of interest and face value is certain.
    • Corporate Bonds: Carry additional risk; repayment of interest and face value is uncertain.
    • Conclusion: Expected return on corporate bonds (corporate bond yield) > expected return on treasury bonds (treasury bond yield) because corporate bonds are riskier.
      Credit Spread: Bonds with lower credit ratings have higher credit spreads.
  • Vanguard Diversified ETFs:

    • VDCO (Conservative): 30% growth assets, 70% income assets; minimum timeframe: 3 years; medium risk.
    • VDBA (Balanced): 50% growth assets, 50% income assets; minimum timeframe: 5 years; medium risk.
    • VDGR (Growth): 70% growth assets, 30% income assets; minimum timeframe: 7 years; high to very high risk.
    • VDHG (High Growth): 90% growth assets, 10% income assets; minimum timeframe: 7 years; high to very high risk.

Calculating Historical Rates of Return

  • Lecture Example 1: Harvey Norman Limited (HVN.AX)

    • Share price at the beginning of 2024: 4.204.20
    • Share price at the end of 2024: 4.674.67
    • Dividends received: 0.220.22 per share.
    • Calculations:
      • Dividend return: 0.224.20=5.24%\frac{0.22}{4.20} = 5.24\%
      • Capital return: 4.674.204.20=11.19%\frac{4.67 - 4.20}{4.20} = 11.19\%
      • Total return: 5.24%+11.19%=16.43%5.24\% + 11.19\% = 16.43\%.
  • General Formula:

    • Buy asset at time tt for price PtP_t.
    • Asset pays income from time tt to t+1t+1.
    • Price of asset at t+1t+1 is Pt+1P_{t+1}.
    • Total return formula: Totalreturn<em>t+1=Income</em>t+1+P<em>t+1P</em>tP<em>t=Income</em>t+1P<em>t+P</em>t+1P<em>tP</em>t=Incomereturn+CapitalreturnTotal\,return<em>{t+1} = \frac{Income</em>{t+1} + P<em>{t+1} - P</em>t}{P<em>t} = \frac{Income</em>{t+1}}{P<em>t} + \frac{P</em>{t+1} - P<em>t}{P</em>t} = Income\,return + Capital\,return
  • Lecture Example 2: Coles Group Limited (COL.AX)

    • Share price at the beginning of 2024: 16.1116.11
    • Share price at the end of 2024: 18.8918.89
    • Dividends received: 0.680.68 per share.
    • Calculations:
      • Total return: 0.68+18.8916.1116.11=21.477%\frac{0.68 + 18.89 - 16.11}{16.11} = 21.477\%
      • Income return: 0.6816.11=4.221%\frac{0.68}{16.11} = 4.221\%
      • Capital return: 18.8916.1116.11=17.256%\frac{18.89 - 16.11}{16.11} = 17.256\%.
  • Lecture Example 3: 10-year Treasury Bond

    • Purchase price: 840840
    • Coupon rate: 6% (semi-annually)
    • Sale price one year later (after coupon payment): 920920
    • Calculations:
      • Semi-annual coupon payment: \frac{1,000 × 0.06}{2} = $30
      • Total return: 2×30+920840840=16.667%\frac{2 × 30 + 920 - 840}{840} = 16.667\%
      • Income return: 2×30840=7.143%\frac{2 × 30}{840} = 7.143\%
      • Capital return: 920840840=9.524%\frac{920 - 840}{840} = 9.524\%.

Determinants of Share Prices and Efficient Markets Hypothesis

  • Investor Considerations:

    • Historical returns fluctuate substantially.
    • Should investors put their entire savings in shares, or should they try to time the market?
  • Share Price Movements:

    • Share prices tend to increase with good news about future earnings.
    • Share prices tend to decrease with bad news about future earnings.
    • This news can be firm-specific (e.g., earnings announcements, CEO retirement) or market-wide (e.g., economic growth, inflation).
    • Prices rise as investors buy shares based on good information and fall as investors sell on bad information.
  • Efficient Markets Hypothesis:

    • Concept: All trading opportunities are fairly priced.
    • Securities prices reflect future expected cash flows and all available information.
    • Efficient market: Available information is fully incorporated into security prices, and returns cannot be predicted.
  • Weak-Form Efficient Markets Hypothesis:

    • All past security market information is reflected in security prices.
    • Price and volume information are already reflected in a security’s price.
  • Semi-Strong-Form Efficient Markets Hypothesis:

    • All publicly available information is reflected in securities prices.
    • Includes all public information, not just price and volume.
  • Strong-Form Efficient Markets Hypothesis:

    • All information (public and private) is reflected in security prices.
    • Encompasses weak-form and semi-strong-form hypotheses.
    • No information is not already embedded in security prices.

Index vs. Actively Managed Funds

  • Index Fund:

    • Goal: Match the performance of a specific market benchmark (e.g., S&P/ASX All Ordinaries Index).
    • Strategy: Buy all (or a representative sample) of shares and bonds in the index.
    • Risk: Aligns directly to the risks of the tracked market.
    • Fees: Lower fees.
    • Examples: AMP Australian Equity Index Fund, BlackRock iShares Core A&P/ASX 200 ETF, Vanguard Australian Share Index ETF.
  • Actively Managed Fund:

    • Goal: Outperform its benchmark.
    • Strategy: Uses fund manager's research to hand-select shares or bonds.
    • Risk: Includes the risk of manager underperformance.
    • Fees: Higher fees.
    • Examples: Macquarie Australian Shares Fund, Perpetual Australian Share Fund, Wilson Asset Management Leaders Investment Portfolio.