How does purchasing power parity affect international equity valuation, and should I adjust DCF models for PPP?
I'm studying CFA Level II international valuation and confused about when and how to incorporate PPP into equity valuation. If I'm valuing a European company in euros but need to present in dollars, should I use spot rates, PPP-implied rates, or something else?
International valuation with currency considerations is a classic Level II topic that integrates equity valuation with economics. The key is understanding when PPP is relevant and which approach to use.
Two Approaches to International DCF:
Approach 1: Foreign Currency DCF (then convert)
- Project cash flows in the local currency (euros)
- Discount at the local currency cost of capital
- Convert the resulting intrinsic value to domestic currency (USD) at the spot rate
Approach 2: Domestic Currency DCF
- Convert each year's foreign currency cash flows to domestic currency using forward rates or PPP-implied rates
- Discount at the domestic currency cost of capital
Where PPP Comes In:
PPP predicts that the exchange rate adjusts to equalize purchasing power across countries. The relative PPP formula gives us expected future exchange rates:
E(S_{t}) = S_0 x [(1 + inflation_domestic) / (1 + inflation_foreign)]^t
This is theoretically equivalent to using forward rates (via covered interest rate parity) in a well-functioning market.
Worked Example:
You're valuing Stellaris Aerospace (headquartered in Frankfurt) from a USD perspective.
| Item | Value |
|---|---|
| Year 1 FCFF (EUR) | EUR 180M |
| Year 2 FCFF (EUR) | EUR 210M |
| Terminal value (EUR) | EUR 3,500M |
| EUR WACC | 8.5% |
| USD WACC | 9.2% |
| Spot rate | $1.12/EUR |
| US inflation | 2.8% |
| Eurozone inflation | 2.0% |
Using PPP to forecast exchange rates:
Year 1: $1.12 x (1.028/1.020) = $1.129/EUR
Year 2: $1.12 x (1.028/1.020)^2 = $1.138/EUR
Approach 1 (EUR DCF then convert):
EV_EUR = 180/1.085 + 210/1.085^2 + 3500/1.085^2 = EUR 3,316M
EV_USD = EUR 3,316M x $1.12 = $3,714M
Approach 2 (Convert then USD DCF):
Year 1 FCFF_USD = EUR 180M x $1.129 = $203M
Year 2 FCFF_USD = EUR 210M x $1.138 = $239M
Terminal_USD = EUR 3,500M x $1.138 = $3,983M
EV_USD = 203/1.092 + 239/1.092^2 + 3983/1.092^2 = $3,720M
The two approaches give approximately the same answer (small differences due to rounding), which is a consistency check.
Practical Considerations:
- PPP holds better over long horizons (5+ years) than short-term
- For 1-2 year forecasts, forward rates may be more appropriate
- Emerging market currencies often deviate significantly from PPP due to capital controls, trade barriers
Exam Tip: Both approaches should give the same value if applied consistently. The exam often tests whether you can correctly apply PPP-implied rates and identify which discount rate matches which currency's cash flows.
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