The M-score does not prove manipulation, but it tells a lender which lines of a borrower's earnings to test first.
The Beneish M-score combines eight ratios from two consecutive years of accounts: M = −4.84 + 0.920 DSRI + 0.528 GMI + 0.404 AQI + 0.892 SGI + 0.115 DEPI − 0.172 SGAI + 4.679 TATA − 0.327 LVGI. A score above −1.78, the cut-off in Beneish's 1999 paper, or above the more cautious −2.22 many analysts use, flags a higher likelihood that earnings have been overstated. The illustrative borrower below scores −1.63, above both cut-offs, driven mainly by receivables growing faster than sales.
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For a lender the M-score is a screen, not a verdict. It does not say that a borrower has manipulated its accounts; it says that the pattern of its last two years resembles the pattern of companies that did, and that the EBITDA in the credit paper deserves a harder look before anyone lends against it.
| Line | Prior year | Current year |
|---|---|---|
| Sales | 200.00 | 236.00 |
| Trade receivables | 30.00 | 45.00 |
| Gross profit | 80.00 | 87.32 |
| Current assets | 90.00 | 112.00 |
| Net property, plant and equipment | 70.00 | 74.00 |
| Total assets | 190.00 | 236.00 |
| Depreciation | 10.00 | 9.00 |
| SG&A | 36.00 | 40.00 |
| Current liabilities | 50.00 | 60.00 |
| Long-term debt | 60.00 | 80.00 |
| Income from continuing operations | 20.00 | |
| Cash flow from operations | 8.00 |
DSRI, days sales in receivables: (45/236) / (30/200) = 19.1% / 15.0% = 1.271.
GMI, gross margin: prior margin / current margin = 40.0% / 37.0% = 1.081. Above 1 means margins are falling.
AQI, asset quality: share of assets that are neither current nor PP&E, current over prior = 21.2% / 15.8% = 1.342. Those other assets went from 30 to 50, the line where capitalised costs live.
SGI, sales growth: 236 / 200 = 1.180.
DEPI, depreciation: prior rate / current rate, where rate = depreciation / (depreciation + net PP&E) = 12.5% / 10.8% = 1.153. Above 1 means slower depreciation.
SGAI, SG&A to sales, current over prior: 16.9% / 18.0% = 0.942.
LVGI, leverage: (current liabilities + long-term debt) / total assets, current over prior = 59.3% / 57.9% = 1.025.
TATA, total accruals to total assets: (20 − 8) / 236 = 0.051.
Multiply each index by its coefficient and add the constant of −4.84. In Excel, with the indices in B2:B9 and coefficients in C2:C9: =-4.84+SUMPRODUCT(B2:B9,C2:C9)
| Index | Value | Coefficient | Contribution | Above neutral |
|---|---|---|---|---|
| DSRI | 1.271 | 0.920 | 1.17 | 0.25 |
| GMI | 1.081 | 0.528 | 0.57 | 0.04 |
| AQI | 1.342 | 0.404 | 0.54 | 0.14 |
| SGI | 1.180 | 0.892 | 1.05 | 0.16 |
| DEPI | 1.153 | 0.115 | 0.13 | 0.02 |
| SGAI | 0.942 | −0.172 | −0.16 | 0.01 |
| TATA | 0.051 | 4.679 | 0.24 | 0.24 |
| LVGI | 1.025 | −0.327 | −0.34 | −0.01 |
| M-score, with the −4.84 constant | −1.63 |
The borrower scores −1.63, 0.15 above the −1.78 cut-off. The useful reference point is the neutral company: one whose ratios did not move and whose profit equals its operating cash flow scores −2.48. The "above neutral" column therefore shows where the 0.85 between −2.48 and −1.63 comes from, and three items do almost all the work:
Read it against the EBITDA bridge. A high M-score on a borrower whose credit case rests on management add-backs is the combination that matters. The score points at receivables and capitalised costs; those are exactly the lines a quality-of-earnings review should test before the leverage ratio is agreed.
| Variant | M-score |
|---|---|
| As reported | −1.63 |
| Operating cash flow equal to profit, 20 | −1.87 |
| Receivables in line with sales at 35.4, the 9.6 collected so cash flow is 17.6 | −2.07 |
| Other assets held at 30, with 20 less long-term debt | −1.77 |
| All three: receivables at 35.4, cash flow of 20, other assets at 30 | −2.28 |
No single fix takes the borrower below −2.22; normalising receivables comes closest, because it moves both DSRI and accruals. Holding everything else, operating cash flow would need to reach 15.5 to bring the score to −1.78 and 37.7 to reach −2.22, almost twice reported profit.
Compute the eight indices, multiply by the coefficients, and compare the result with −2.48, −2.22 and −1.78 rather than with one line. Here the borrower's −1.63 is mostly receivables and accruals, which tells the analyst which part of the earnings to test. How the same borrower can show four different EBITDAs, and what each does to leverage, is in the free workbook for this case and in what an EBITDA add-back bridge is actually worth.
Lower is better. Beneish's 1999 paper used -1.78 as the cut-off, and many analysts use the more cautious -2.22. A useful anchor is the neutral company, whose ratios did not change and whose profit equals its cash flow: it scores -2.48. The illustrative borrower scores -1.63, so it sits 0.85 above neutral and above both cut-offs.
It depends on the company, but TATA carries by far the largest coefficient, 4.679, and DSRI is weighted 0.920. For the illustrative borrower, receivables growing 50 per cent against 18 per cent sales growth add 0.25 to the score above neutral and accruals of 12 on profit of 20 add 0.24, together more than half the gap to neutral.
Yes. Acquisitions lift sales growth, receivables and soft assets for reasons unrelated to accounting choices, and fast organic growth raises SGI on its own. For the illustrative borrower, collecting the 9.6 of excess receivables in cash would lower the score from -1.63 to -2.07, which is why the next step is to test the receivables ageing, not to conclude.
This article is one calculation from Credit Analysis. The book takes the same case from first principles to the decision, chapter by chapter, and every figure it prints is a live formula in the free companion workbooks.
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