Return on Tangible Equity (ROTE) Lab

Model Return on Tangible Common Equity (ROTCE / ROTE), tangible book value per share, goodwill drag, and P/TBV valuation multiples.

Scenario presets

Earnings, Equity & Intangible Capital Inputs

Profitability & Tangible Valuation Metrics

Calculating ROTE...

ROTE
Return on Tangible Equity (ROTE)
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Standard Return on Equity (ROE)
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Intangible / Goodwill Drag Spread
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Tangible Common Equity (TCE)
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Tangible Book Value Per Share
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Price-to-Tangible Book (P/TBV)
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Justified Fair P/TBV Multiple
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Implied Fair Value Share Price
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Tangible Equity Capital Structure & Valuation Schedule

Comprehensive reconciliation bridging reported GAAP equity, preferred stock, intangible assets, tangible common equity, and valuation multiples.

Capital structure and tangible equity reconciliation schedule showing equity item, aggregate balance, per share value, share of equity base, and analytical classification.
Capital / Valuation ItemAggregate Balance ($M)Per Share ($)Share of Book Equity (%)Regulatory & Valuation Tier

Sensitivity Analysis 1: Net Income vs. Tangible Common Equity on ROTE (%)

Return on tangible equity sensitivity across operating earnings power and tangible capital base.

ROTE percentage by net income and ending tangible common equity. Rows change net income, columns change ending TCE.
Net Income \ Tangible Equity-40%-20%Base ($65,000M)+20%+40%

Sensitivity Analysis 2: ROTE vs. Cost of Equity on Justified P/TBV Multiple (x)

Gordon Growth justified valuation multiple matrix across bank profitability hurdles and cost of capital.

Justified P/TBV multiple by ROTE and cost of equity. Rows change ROTE, columns change cost of equity.
ROTE \ Cost of Equity (r_e)8.5%9.5%10.0% (Base)11.0%12.5%

Formulas and worked example

  • Tangible Common Equity (TCE) = $\text{Total Shareholders' Equity} - \text{Preferred Stock} - \text{Goodwill & Intangibles}$
  • Average Tangible Common Equity = $(\text{TCE}_t + \text{TCE}_{t-1}) / 2$
  • Return on Tangible Equity (ROTE) = $(\text{Net Income Available to Common} / \text{Average TCE}) \times 100\%$
  • Tangible Book Value Per Share (TBVPS) = $\text{TCE}_t / \text{Diluted Common Shares}$
  • Price-to-Tangible Book Value (P/TBV) = $\text{Current Share Price} / \text{TBVPS} = \text{Market Cap} / \text{TCE}_t$
  • Intangible Drag Spread = $\text{ROTE} - \text{ROE}$
  • Justified Fair P/TBV (Gordon Growth) = $(\text{ROTE Decimal} - g) / (r_e - g)$
  • Implied Fair Value Share Price = $\text{TBVPS} \times \text{Justified Fair P/TBV}$

A premier commercial bank generates $12,000.0 million in net income available to common shareholders. It reports $85,000.0 million in total equity, $5,000.0 million in preferred stock, and $15,000.0 million in goodwill and acquired intangibles. Ending Tangible Common Equity (TCE) is $65,000.0 million ($85,000M - $5,000M - $15,000M). With a beginning TCE of $60,000.0 million, average TCE is $62,500.0 million. The bank delivers an exceptional 19.20% ROTE ($12,000M / $62,500M), compared to a standard ROE of 14.55%, generating a +4.65 percentage point intangible drag spread. With 1,200.0 million shares outstanding trading at $145.00 ($174,000M market cap), TBVPS is $54.17 and P/TBV is 2.68x ($145.00 / $54.17). At a 10.0% cost of equity and 3.5% long-term growth, the Gordon Growth justified P/TBV multiple is 2.42x ((0.192 - 0.035) / (0.10 - 0.035)), indicating an implied fair value share price of $130.84.

Self-check quiz

1. Why is Return on Tangible Common Equity (ROTE) considered superior to standard ROE for bank analysis?

2. When a bank's ROTE is 18.0% while its cost of equity is 10.0%, how will its Price-to-Tangible Book Value (P/TBV) multiple typically trade?

3. A financial firm has $10B in total equity, $1B in preferred stock, and $3B in goodwill. If it has 200M shares outstanding, what is its TBVPS?

4. If Bank A and Bank B have identical net income and total equity, but Bank A has $4B in goodwill while Bank B has zero goodwill, which bank has the higher ROTE?

Frequently asked questions

What is Return on Tangible Equity (ROTE) and how is it calculated?

Return on Tangible Equity (ROTE), often called Return on Tangible Common Equity (ROTCE), measures the rate of return generated on physical and financial equity capital, excluding accounting intangibles. It is calculated as: ROTE = [Net Income Available to Common / Average Tangible Common Equity] * 100%. Tangible Common Equity equals Total Shareholders' Equity minus Preferred Stock, Goodwill, and Other Intangible Assets.

Why do institutional investors and bank analysts prefer ROTE over standard ROE?

Standard ROE includes goodwill and acquired intangibles from past mergers. Goodwill does not generate direct cash earnings or provide loss-absorbing regulatory capital. By excluding goodwill, ROTE reveals the true cash earning power of a bank's core balance sheet and enables direct comparison between organic growers and acquisitive institutions.

How is the Price-to-Tangible Book Value (P/TBV) multiple calculated?

Price-to-Tangible Book Value (P/TBV) is calculated as: Current Share Price / Tangible Book Value Per Share (TBVPS), or Market Capitalization / Tangible Common Equity. Financial institutions generating ROTE well above their cost of equity trade at a premium to tangible book (e.g. 1.5x to 2.5x), while low-return banks trade at a discount (below 1.0x).

What is the relationship between ROTE, Cost of Equity, and fair valuation multiples?

Under the Gordon Growth framework for financial institutions, the justified P/TBV multiple equals (ROTE - g) / (Cost of Equity - g). When ROTE exceeds the cost of equity, each dollar of retained tangible capital creates shareholder wealth, justifying a premium valuation multiple. When ROTE is below the cost of equity, growth destroys economic value.