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Dividend Discount Model Calculator

Calculate stock value using the Gordon Growth Model (GGM) based on expected dividends and growth rates

Calculate DDM Stock Value

Dividend Information

$

Most recent annual dividend per share

Cost of Equity (CAPM)

%

10-year government bond yield

%

Market return - risk-free rate

Stock's market risk measure

DDM Calculation Results

Expected Growth Rate (g)
0.00%
Expected Dividend (D₁)
$0.00
Cost of Equity (r)
0.00%
Stock Value (P₀)
$0.00

Valuation Analysis

Example Calculation

Company X Example

Current Dividend: $6.00 per share

Payout Ratio: 60%

ROE: 10%

Risk-free Rate: 3%

Market Risk Premium: 7%

Beta: 1.0

Step-by-Step

1. Growth Rate: g = (1 - 0.60) × 0.10 = 4%

2. Expected Dividend: D₁ = $6.00 × 1.04 = $6.24

3. Cost of Equity: r = 3% + 1.0 × 7% = 10%

4. Stock Value: P₀ = $6.24 ÷ (10% - 4%) = $104.00

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DDM Model Components

D₁

Expected Dividend

Next year's dividend payment

D₁ = D₀ × (1 + g)

r

Cost of Equity

Required rate of return

r = Rf + β × (Rm - Rf)

g

Growth Rate

Sustainable dividend growth

g = (1 - Payout) × ROE

DDM Investment Tips

Works best for mature, dividend-paying companies

Requires stable, predictable dividend growth

Growth rate must be less than cost of equity

Compare DDM value with market price

⚠️

Not suitable for non-dividend paying stocks

Understanding the Dividend Discount Model

What is the DDM?

The Dividend Discount Model (DDM) is a valuation method that calculates stock value based on the present value of expected future dividend payments. The Gordon Growth Model (GGM) is the most popular variant, assuming dividends grow at a constant rate perpetually.

Key Assumptions

  • Company pays dividends regularly
  • Dividend growth rate is constant
  • Growth rate is less than required return
  • Dividends are the primary source of value

DDM Formula Breakdown

P₀ = D₁ ÷ (r - g)

Stock Value = Expected Dividend ÷ (Cost of Equity - Growth Rate)

  • P₀: Current stock value
  • D₁: Expected dividend next year
  • r: Required rate of return (cost of equity)
  • g: Constant dividend growth rate

CAPM for Cost of Equity: r = Rf + β × (Market Risk Premium)

When to Use DDM

  • Mature companies with stable dividends
  • Utilities and consumer staples
  • REITs and income-focused investments
  • Companies with predictable cash flows

Limitations

  • Not suitable for growth stocks without dividends
  • Assumes constant growth rate forever
  • Sensitive to small changes in assumptions
  • Ignores potential capital appreciation
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