Altman Z-Score Calculator

Compute the classic 1968 Altman Z-Score from seven balance-sheet and income-statement figures and see whether a company lands in the safe, grey, or distress zone.

Quick Facts

Formula
Z = 1.2X1 + 1.4X2 + 3.3X3 + 0.6X4 + 1.0X5
Published by Edward Altman in 1968 for publicly traded manufacturing firms.
Zones
Safe > 2.99 · Grey 1.81–2.99 · Distress < 1.81
Lower scores indicate higher bankruptcy risk within roughly two years.

Your Results

Calculated
Altman Z-Score
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Weighted sum of the five ratios
Zone
-
Safe > 2.99 · Grey 1.81–2.99 · Distress < 1.81
Return on assets (X3)
-
EBIT / total assets, the heaviest-weighted ratio
Asset turnover (X5)
-
Sales / total assets

Ready

Enter the seven financial-statement figures, then press Calculate.

How the Altman Z-Score works

The Altman Z-Score is a bankruptcy-prediction model published by NYU professor Edward Altman in 1968. It combines five financial ratios into a single score using fixed weights derived from a study of publicly traded manufacturing companies: Z = 1.2·X1 + 1.4·X2 + 3.3·X3 + 0.6·X4 + 1.0·X5. The lower the score, the closer a firm's ratio profile resembles companies that later went bankrupt.

The five ratios

  • X1 = Working capital / Total assets — short-term liquidity relative to the size of the firm. Working capital is current assets minus current liabilities.
  • X2 = Retained earnings / Total assets — cumulative reinvested profitability; young or chronically unprofitable firms score low here.
  • X3 = EBIT / Total assets — operating return on assets, the heaviest-weighted ratio (coefficient 3.3).
  • X4 = Market value of equity / Total liabilities — how far asset values could decline before liabilities exceed them, using the market's valuation of the equity cushion.
  • X5 = Sales / Total assets — asset turnover, how efficiently assets generate revenue.

Reading the zones

In Altman's original cutoffs, a score above 2.99 places the company in the safe zone, 1.81 to 2.99 is the grey zone of uncertainty, and below 1.81 is the distress zone, associated with elevated bankruptcy risk within roughly two years in the original study.

Common interpretation mistakes

  • The original model was built for publicly traded manufacturers. Private firms should use the Z' variant and non-manufacturers the four-ratio Z'' variant; it is not designed for banks and other financial companies at all.
  • A single score is a snapshot. Track the Z-Score over several quarters or years — a drifting score tells you far more than one reading.
  • Negative working capital or retained earnings are entered as negative numbers; they legitimately drag the score down rather than invalidating it.

When to escalate to a specialist

For decisions involving loan covenants, credit approval, M&A diligence, or regulatory filings, cross-validate this calculator's output with a CFO, accountant, or credit analyst. The math is reliable; the interpretation context is not always captured by a single formula.

Frequently Asked Questions

What do the Altman Z-Score zones mean?
For the original 1968 model, a Z-Score above 2.99 places a company in the safe zone, a score from 1.81 to 2.99 falls in the grey zone of uncertainty, and a score below 1.81 falls in the distress zone, which in Altman's study was associated with elevated bankruptcy risk within about two years.
Which version of the Z-Score does this calculator use?
It implements Edward Altman's original 1968 model for publicly traded manufacturing companies: Z = 1.2(WC/TA) + 1.4(RE/TA) + 3.3(EBIT/TA) + 0.6(MVE/TL) + 1.0(Sales/TA). Later variants exist with different coefficients and cutoffs: Z' (private firms, using book value of equity) and the four-ratio Z'' (non-manufacturers and emerging markets).
Where do I find the input figures?
All seven figures come from standard financial statements. Working capital (current assets minus current liabilities), total assets, total liabilities, and retained earnings come from the balance sheet; EBIT and annual sales come from the income statement; and market value of equity is the current share price multiplied by shares outstanding.