Lesson 4 of 8 · All lessons in this module
- Present value and discount (zero-coupon) bondsVideo lesson
- Coupon bonds and perpetual bonds
- Level-payment instruments: mortgages and amortizing loansVideo lesson
- Valuing shares with dividend discount models
- Implied returns on bonds
- Required return, implied growth and the P/E ratio
- Cash flow additivity, no arbitrage and forward rates
- No-arbitrage pricing of FX forwards and options
Lesson 4 of 8 · 14 min
Valuing shares with dividend discount models
A share is worth the present value of all the dividends it is expected to pay, and the growth pattern you assume decides which formula to use.
In short
- Equity has no maturity, so its value is the PV of expected dividends forever, discounted at the required return r.
- Constant dividend (e.g. preferred stock): .
- Constant growth (Gordon): with . It needs .
- Changing growth (two-stage): discount each high-growth dividend, then add the terminal value discounted n periods.
- Value rises with expected growth and falls with the required return.
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