ROE is the most watched equity return metric. But a single ROE number tells you almost nothing about why a company earns that return or whether it is sustainable. DuPont analysis — developed by Donaldson, Lufkin & Jenrette analysts for E.I. du Pont de Nemours in the 1920s — decomposes ROE into three (or five) multiplicative components, each capturing a distinct dimension of business performance. The decomposition turns ROE from a black box into a diagnostic framework.
The 3-factor DuPont identity holds mathematically and exactly — it is an algebraic identity, not an approximation. Starting from the definition of ROE:
DuPont Decomposition — ROE = Net Margin × Asset Turnover × Equity Multiplier
Illustrative software company · $1,000M revenue · $220M net income
ROE
30.8%
Net Income ÷ Equity
=
Net Margin
22.0%
Net Income ÷ Revenue
$220M ÷ $1000M
×
Asset Turnover
0.70×
Revenue ÷ Total Assets
$1000M ÷ $1429M
×
Equity Multiplier
2.00×
Total Assets ÷ Equity
$1429M ÷ $714M
Profitability
Efficiency
Leverage
Business
Net Margin
Asset Turnover
Equity Multiplier
ROE
Software/SaaS
22%
0.70×
2.0×
30.8%
Discount Retail
3%
2.50×
4.0×
30.0%
Pharma
18%
0.55×
3.0×
29.7%
Figure 1.1 — Identical ROE (≈30%) from three distinct operating strategies. DuPont decomposition reveals whether returns come from margins, efficiency, or leverage.
Walmart: Net margin ≈ 2.5%; Asset turnover ≈ 2.5x; Equity multiplier ≈ 5.0x → ROE ≈ 31%. Apple: Net margin ≈ 25%; Asset turnover ≈ 1.1x; Equity multiplier ≈ 9.0x → ROE ≈ 247% (heavily affected by buybacks reducing equity). Both have high ROE but through entirely different mechanisms. Walmart: thin margins + very high turnover (moves massive volume with tiny markup) + moderate leverage. Apple: fat margins + moderate turnover + extreme leverage (near-zero book equity after years of buybacks). DuPont reveals this critical distinction — comparable ROEs through incomparable business models.
The 5-factor DuPont further splits the net profit margin into three components, separating operating performance from financing effects and tax efficiency:
| Factor | Formula | What It Isolates | Strategic Meaning |
|---|---|---|---|
| Tax burden | Net income ÷ EBT | Fraction of pre-tax income retained after taxes (= 1 − effective tax rate) | Tax efficiency; jurisdiction mix; deferred tax benefits; higher = more profit kept after taxes |
| Interest burden | EBT ÷ EBIT | Impact of interest expense on pre-tax income; how much of operating profit is consumed by financing costs | Lower leverage → ratio approaches 1.0; higher leverage → ratio falls toward 0; isolates capital structure impact |
| Operating margin (EBIT margin) | EBIT ÷ Revenue | Core operating profitability before financing effects; pure business economics | Pricing power, operating cost structure, R&D, SG&A efficiency |
| Asset turnover | Revenue ÷ Assets | Asset efficiency; how hard assets are working to generate revenue | Capital intensity, inventory velocity, accounts receivable management |
| Equity multiplier | Assets ÷ Equity | Financial leverage; how much assets are funded by debt vs. equity | Capital structure; leverage amplification; risk amplifier |
ROE = (NI÷EBT) × (EBT÷EBIT) × (EBIT÷Revenue) × (Revenue÷Assets) × (Assets÷Equity). All intermediate terms cancel: EBT cancels, EBIT cancels, Revenue cancels, Assets cancels → ROE = NI÷Equity. The 5-factor form separates the margin component of the 3-factor model into three distinct pieces: tax efficiency × interest burden × operating margin = net margin. This allows you to isolate changes in operating performance from changes in tax strategy or financing.
DuPont analysis is most powerful when used comparatively — across competitors or across time for the same company. Two diagnostic applications:
Key Takeaways
Company: Revenue = $500M; Net income = $40M; Total assets = $400M; Total equity = $160M. Perform the 3-factor DuPont decomposition and calculate ROE.