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Entry P/E Ratio

Approximates the maximum entry P/E for a dividend-paying stock by compounding the dividend yield alongside earnings growth in the numerator, with an optional margin of safety discount.

When to use: Use for dividend-paying stocks where part of the return comes from cash distributions. Leave MOS blank for the unadjusted maximum.

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Formula

EntryPEExitPE×[(1+g)(1+DY)1+r]n×(1MOS)\text{EntryPE} \approx \text{ExitPE} \times \left[\frac{(1+g)(1+DY)}{1+r}\right]^n \times (1 - \text{MOS})

Variables

SymbolNameDescriptionUnit
EntryPEEntry P/E RatioMaximum P/E multiple to pay today for the target returninteger
ExitPEExit P/E RatioExpected price-to-earnings multiple at exitinteger
gEarnings Growth RateExpected annual EPS growth as a decimal%
rRequired ReturnAnnual required rate of return as a decimal%
DYDividend YieldAnnual dividend yield as a decimal%
nHolding PeriodYears held before exityears
MOSMargin of SafetyDiscount applied for valuation cushion as a decimal%

Real-Life Examples

Example 1: Dividend Aristocrat (no MOS)

A consumer staples name grows EPS at 6%, yields 3%, exits at 18× in 10 years. You require 9% and apply no margin of safety.

Given

ExitPE = 18g = 0.06r = 0.09DY = 0.03n = 10MOS = 0

Step-by-Step

1.Inner = (1+g)(1+DY)/(1+r) = (1.06)(1.03)/(1.09) = 1.0918/1.09 = 1.00165
2.Inner^n = 1.00165^10 = 1.0166
3.Unadjusted EntryPE = 18 × 1.0166 = 18.30
4.EntryPE = 18.30 × (1 - 0) = 18.30
Result:18.30

Compounding the 3% dividend yield alongside earnings growth lifts the justified entry multiple slightly above the 18× exit P/E.

Example 2: High-Yield Utility with 25% MOS

A utility grows 3%, yields 4%, exits at 14× in 5 years. You require 8% and demand a 25% margin of safety.

Given

ExitPE = 14g = 0.03r = 0.08DY = 0.04n = 5MOS = 0.25

Step-by-Step

1.Inner = (1.03)(1.04)/(1.08) = 1.0712/1.08 = 0.99185
2.Inner^n = 0.99185^5 = 0.96005
3.Unadjusted EntryPE = 14 × 0.96005 = 13.44
4.EntryPE = 13.44 × (1 - 0.25) = 10.08
Result:10.08

Even with a 4% yield credit, the required return outpaces growth-plus-yield — and a 25% MOS pulls the buy multiple down to about 10×.

Frequently Asked Questions

The formula assumes the dividend yield stays roughly constant and that distributions are reinvested at the dividend rate over the holding period. A full DDM or DCF treats dividends as discrete cash flows — more precise, but heavier to compute.

Compounding the yield separately keeps the price-appreciation discount (r) and the dividend contribution mathematically distinct. It mirrors how total return chains multiplicatively in real life: the (1+g)(1+DY)/(1+r) factor pulls the per-period growth, yield, and required return into one clean ratio.

Most for high-yield, low-growth stocks (utilities, REITs, MLPs) where dividends drive the bulk of total return. For low-yield growth stocks the adjustment is small and the standard entry P/E formula is close enough.

No — leave MOS blank (or set it to 0) for the unadjusted maximum entry P/E. Enter a decimal between 0 and 1 to discount that multiple by the chosen percentage.