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Stock Valuation Methods and Principles

Apr 6, 2025

Module 8: Stock Valuation

Key Topics Covered:

  • Common Stock
  • Features of Stock
  • Preferred Stock
  • Stock Market

Stock Valuation Methods

  1. Using Dividends
  2. Using Multiples
  3. Stock Market Discussion

Common Stock

  • Basic Principle: The price of a stock is the present value of the expected cash flows. Cash flows include:
    • Dividends: Payments made to shareholders.
    • Capital Gains: Profit from selling the stock for more than its purchase price.

Calculating Stock Value

  • Example 1:

    • Expected Dividend: $2 in one year.
    • Sell Stock for: $14.
    • Required Return: 20%.
    • Calculation: Present value (PV) of cash flows.
    • Result: Fair value of stock = $13.33.
  • Extending to Multiple Periods:

    • Two-Period Example:
      • Dividend Year 1: $2, Year 2: $2.10.
      • Sell Stock for: $14.70 in Year 2.
      • Result: Fair value = $13.33 (same as one period).
    • Three-Period Example:
      • Dividend Year 1: $2, Year 2: $2.10, Year 3: $2.20.
      • Sell Stock for: $15 in Year 3.
      • Result: Fair value remains constant at $13.33.

Generalization of Stock Value

  • Infinite Periods: The value remains the same regardless of the holding period.
  • Gordon Growth Model:
    • Formula: ( P_0 = \frac{D_0(1 + G)}{R - G} )
    • ( D_0 ) = Initial dividend
    • ( G ) = Growth rate of dividend
    • ( R ) = Required rate of return
    • Applications: For positive, negative, or zero dividend growth.

Illustration Using Gordon Model

  • Example:
    • Last Dividend Paid (( D_0 )): $0.50
    • Growth Rate (( G )): 2%
    • Required Rate of Return (( R )): 15%
    • Result: Stock price = $3.92

Using Multiples for Stock Valuation

  • P/E Ratio:
    • Formula: Price = P/E Ratio x EPS
    • Example:
      • EPS: $3
      • Industry Average P/E: 12
      • Result: Estimated stock price = $36

Conclusion

  • This recording covered the computation of stock prices using dividends, the Gordon Growth Model, and P/E ratios.
  • Understanding these principles helps in making informed investment decisions.