Altman Z-Score calculator

Measure five financial dimensions—liquidity, accumulated profitability, operating performance, leverage and asset turnover—and combine them into the original Altman Z-Score.

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Altman Z-Score
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Enter financial data
Largest contribution
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Weighted X term
Five-ratio coverage
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X₁ through X₅ calculated

Score zone map

Position of the calculated score against the classic thresholds
Live
1.81 and 2.99 are traditional cut pointsUpdates live

Weighted ratio contribution

How each X variable builds the final Z-Score
Live
Signed contribution to ZFive terms
MODEL INTELLIGENCE

What is moving the score?

Live
Liquidity X₁—Working capital / assets
Accumulation X₂—Retained earnings / assets
Operating return X₃—EBIT / assets
Leverage X₄—Market equity / liabilities
Asset turnover X₅—Sales / assets
CALCULATION

Ratio and weighted-term breakdown

X₁ → X₅
TermFormulaRatioWeightContribution
SENSITIVITY

One-variable what-if

See how a change in one financial driver would move the score while holding the other four inputs constant.

+10% working capital—
+10% EBIT—
+10% market equity—
+10% sales—
READ THE MODEL

Five questions, one score

① LiquidityDoes working capital provide a cushion relative to the asset base?
② HistoryHas the business accumulated earnings over time?
③ OperationsDo assets generate operating profit?
④ Capital structureHow large is market equity relative to liabilities?
⑤ EfficiencyHow much sales does each unit of assets support?

Scenario checkpoints

Educational model
CheckpointValueMeaning
THE CONCEPT

What is the Altman Z-Score?

The Altman Z-Score is a statistical financial model that combines five accounting and market ratios into a single numerical signal. Its educational value is not just the final score: each component asks a different question about liquidity, accumulated earnings, operating performance, leverage and asset efficiency.

X₁Working capital
/ total assets
X₂Retained earnings
/ total assets
X₃EBIT
/ total assets
X₄Market equity
/ liabilities
X₅Sales
/ total assets
×1.2×1.4×3.3×0.6×1.0
Zweighted sum of X₁–X₅
∑
Think of the score as a financial dashboard, not a diagnosis.

The model compresses several dimensions into one number. The breakdown underneath it tells you why that number is where it is.

Why five ratios?

A balance sheet can look strong in one dimension and weak in another. A company may have plenty of assets but poor operating returns; strong sales but thin liquidity; or a high market value of equity while accumulated earnings remain negative. The model deliberately combines these signals rather than relying on a single ratio.

X₁ · LIQUIDITY

Can the business fund the near term?

Working capital relative to total assets gives the model a measure of short-term balance-sheet cushion.

X₁ = Working capital / Total assets
X₂ · HISTORY

Has profit accumulated?

Retained earnings reflect the portion of earnings kept in the business over time.

X₂ = Retained earnings / Total assets
X₃ · OPERATIONS

Do assets produce operating profit?

EBIT divided by assets connects the income statement to the productive asset base.

X₃ = EBIT / Total assets
X₄ · LEVERAGE

How large is the equity buffer?

Market value of equity is compared with liabilities in the original public-company model.

X₄ = Market equity / Liabilities
X₅ · EFFICIENCY

How much sales does the asset base generate?

The sales-to-assets ratio is an asset-turnover measure. It asks how efficiently the balance-sheet asset base supports revenue generation.

X₅ = Sales / Total assets

Altman Z-Score formula

The original five-factor equation is a weighted sum. Each ratio is multiplied by a coefficient before the five contributions are added together:

Z = 1.2X₁ + 1.4X₂ + 3.3X₃ + 0.6X₄ + 1.0X₅
VariableRatioWeightWhat it captures
X₁Working capital / assets1.2Short-term liquidity
X₂Retained earnings / assets1.4Accumulated profitability
X₃EBIT / assets3.3Operating performance
X₄Market equity / liabilities0.6Market-based leverage buffer
X₅Sales / assets1.0Asset turnover

Worked example: from financial statements to Z

Suppose a company reports $10 million of sales, $4 million of EBIT, $50 million of total assets and $20 million of liabilities. Its working capital is $400,000, market value of equity is $20 million, and retained earnings are $500,000.

STEP 1

Build the ratios

X₁ = 0.008, X₂ = 0.010, X₃ = 0.080, X₄ = 1.000 and X₅ = 0.200.

STEP 2

Apply the weights

The operating-profit ratio receives the 3.3 coefficient; each other ratio contributes according to its own coefficient.

STEP 3

Add the contributions

1.2(0.008) + 1.4(0.010) + 3.3(0.080) + 0.6(1.000) + 1.0(0.200) = 1.0876.

STEP 4

Interpret with context

The number belongs to the original model's historical framework. Industry, accounting quality, business model and trends still matter.

Distress< 1.81
Grey1.81–2.99
Higher-score zone≥ 2.99
Traditional cut points for the original Altman framework. They are not universal thresholds for every industry or company type.

How to calculate the score step by step

The calculator performs the same sequence an analyst would perform manually: establish the raw financial values, form the five ratios, apply the coefficients, and then inspect the contribution of each term.

1
Working capital

Calculate current operating cushion and divide it by total assets.

2
Retained earnings

Relate accumulated retained earnings to the total asset base.

3
EBIT

Measure operating earnings relative to assets.

4
Market equity

Compare market value of equity with total liabilities.

5
Sales

Measure the revenue generated per unit of assets.

6
Combine

Multiply each ratio by its coefficient and sum the five contributions.

How to interpret an Altman Z-Score

The original model is commonly presented with three broad ranges: below 1.81, between 1.81 and 2.99, and 2.99 or above. These are historical classification thresholds for the original formulation, not guarantees about what will happen to a particular company.

1.81Lower traditional boundary

Scores below this point are generally described as the distress zone in the original framework.

2.99Upper traditional boundary

Scores at or above this point are generally described as the higher-score or “safe” zone.

Important: The original Z-Score was developed around publicly traded manufacturing companies. Applying the same equation to banks, insurers, asset-light technology companies, private firms or other sectors can change how meaningful the result is. Later Altman variants use different coefficients and/or variables.

Where the Altman Z-Score is used

The model can be useful as a screening framework in financial analysis because it forces the analyst to connect several parts of the financial statements. It can be used as an initial signal when reviewing a company's liquidity, profitability, leverage and asset efficiency.

CREDIT REVIEW

Counterparty screening

A credit team can use the score as one input when deciding which financial statements deserve deeper review.

FINANCIAL ANALYSIS

Trend analysis

Calculating the same ratios across several years can reveal whether the underlying drivers are strengthening or weakening.

EDUCATION

Statement linkage

The five terms are an excellent exercise in understanding how balance-sheet and income-statement information interact.

DUE DILIGENCE

First-pass signal

The score can identify areas that deserve questions, but it should not replace cash-flow, debt-maturity and business-model analysis.

How to use the result responsibly

A single score is a compression of information. The more useful question is often: which ratio is driving the result, and is that driver sustainable?

Liquidity
X₁
Accumulation
X₂
Operations
X₃
Leverage
X₄
Efficiency
X₅

Look at the score over time, compare the five underlying ratios, and investigate unusual accounting movements. A declining Z-Score caused by deteriorating working capital tells a different story from a stable score supported by improving operating profitability.

Altman Z-Score calculator FAQ

What does the Altman Z-Score measure? +
It combines five financial ratios into one score intended to distinguish different levels of corporate financial distress in the model's original setting.
What is the original Altman Z-Score formula? +
Z = 1.2(WC/TA) + 1.4(RE/TA) + 3.3(EBIT/TA) + 0.6(MVE/TL) + 1.0(Sales/TA).
What are the 1.81 and 2.99 thresholds? +
They are traditional classification cut points associated with the original public-company manufacturing model. They should not be treated as universal thresholds for every sector or later Z-Score variant.
Can an Altman Z-Score be negative? +
Yes. Negative working capital, retained earnings or EBIT can produce negative ratio contributions, so the weighted sum can also be negative.
What is X₄ in the original model? +
X₄ is market value of equity divided by total liabilities. The market-equity input can be calculated as shares outstanding multiplied by share price.
Does this model work for every company? +
Not equally well. The original model was designed for publicly traded manufacturing companies. Private, non-manufacturing and financial-sector businesses may require a different Altman variant or a broader analysis.