Blog · Data quality and reconciliation
Use inclusive quartiles, interquartile-range fences and a row-level flag to identify unusual order values in Excel. Compare segment totals with and without flagged orders while keeping every real transaction in the reported total.
Outlier analysis in Excel flags unusual order values by comparing each row with stated lower and upper thresholds. Use a quartile-based screen, retain the original orders and show segment totals both with and without flagged records.
Start with an order export containing order ID, segment, order date, currency and net order value. Sum line items to one row per order before calculating quartiles. Check IDs for duplicates, reconcile the net values to the selected report and exclude canceled orders only under a documented population rule.
Use one reporting period and currency. Returns and credits may need a separate population because their negative values follow a different business process. Missing amounts must be investigated rather than converted to zero.
The worked example is a US distributor's eight completed orders from one product family and purchasing program. East and West use comparable pricing. The small table makes the calculations visible; it does not establish a permanent threshold for the business.
Put IDs in A2:A9, segments in B2:B9 and net order values in C2:C9. Column D will hold the formula-generated flag.
| Order ID | Segment | Order value (USD) | Flag |
|---|---|---|---|
| O101 | East | 80 | Unflagged |
| O102 | East | 90 | Unflagged |
| O103 | East | 100 | Unflagged |
| O104 | East | 110 | Unflagged |
| O105 | West | 120 | Unflagged |
| O106 | West | 130 | Unflagged |
| O107 | West | 140 | Unflagged |
| O108 | West | 600 | Flagged |
| Total | 1,370 |
Keep the total outside C2:C9. For how a real exceptional order affects commercial measures, see the one-off sales order; the procedure here focuses on worksheet thresholds and reconciliation.
Use the inclusive quartile convention throughout. Microsoft's quartile reference describes quartiles based on inclusive percentiles. Put the following calculations in J2:J6:
| Cell | Measure | Formula | Result (USD) |
|---|---|---|---|
| J2 | First quartile, Q1 | =QUARTILE.INC($C$2:$C$9,1) |
97.50 |
| J3 | Third quartile, Q3 | =QUARTILE.INC($C$2:$C$9,3) |
132.50 |
| J4 | Interquartile range, IQR | =J3-J2 |
35.00 |
| J5 | Lower fence | =J2-1.5*J4 |
45.00 |
| J6 | Upper fence | =J3+1.5*J4 |
185.00 |
For these sorted observations, the inclusive percentile position is 1+(n-1)*p. Q1 lies at position 2.75: 90 + 0.75 × (100 - 90) = $97.50. Q3 lies at position 6.25: 130 + 0.25 × (140 - 130) = $132.50.
IQR = Q3 - Q1. Lower fence = Q1 - 1.5 × IQR. Upper fence = Q3 + 1.5 × IQR.
The NIST box plot guide describes fences using this multiple of the interquartile range. Here, 97.50 - 1.5 × 35 = $45 and 132.50 + 1.5 × 35 = $185. These are screening boundaries, not approved selling limits or evidence of wrongdoing.
Enter this in D2 and fill down to D9:
=IF(OR(C2<$J$5,C2>$J$6),"Flagged","Unflagged")
The comparison is strict: a value exactly on a fence is unflagged under this rule. Absolute references keep every row tied to the same threshold cells. O108 exceeds the $185 upper fence; every other order lies between $45 and $185.
Add a review column for the source-document check and business explanation. Keep any confirmed project order in actual sales. The outlier flag definition explains the distinction between labeling a record and removing it.
The overall mean is 1,370 / 8 = $171.25, while the median is (110 + 120) / 2 = $115. Without the flagged order, the sensitivity mean is 770 / 7 = $110. These are different summaries of the same retained source records; label the excluded-order view explicitly.
List East and West in F2:F3. Calculate all-order revenue in G2, flagged revenue in H2 and unflagged revenue in I2, then fill down:
=SUMIFS($C$2:$C$9,$B$2:$B$9,F2)
=SUMIFS($C$2:$C$9,$B$2:$B$9,F2,$D$2:$D$9,"Flagged")
=SUMIFS($C$2:$C$9,$B$2:$B$9,F2,$D$2:$D$9,"Unflagged")
Microsoft documents SUMIFS as adding amounts that meet the specified criteria. Covirage is not affiliated with Microsoft.
| Segment | All orders (USD) | Flagged orders (USD) | Without flagged orders (USD) |
|---|---|---|---|
| East | 380 | 0 | 380 |
| West | 990 | 600 | 390 |
| Total | 1,370 | 600 | 770 |
The proof is 380 + 990 = 1,370 and 600 + 770 = 1,370. Check =SUM(G2:G3)-SUM(C2:C9) and =SUM(G2:G3)-SUM(H2:I3) both return zero. One flagged order plus seven unflagged orders must also match the eight source orders.
The flagged order contributes 600 / 1,370 = 43.8% of total revenue, rounded to one decimal. West's apparent lead changes sharply in the sensitivity view. That is a prompt to investigate O108, not a reason to rewrite reported revenue. For ranking customers rather than screening orders, use decile analysis in Excel.
Bring the order export, segment columns and your documented review flags to Covirage. Covirage maps the columns, its tools compute and check the comparisons, and the external AI model explains the results with every figure traced to its rows. Create a free Covirage account and bring a sample of your own export.
See Covirage for Excel analysis for the supporting workbook-analysis workflow.
After calculating a lower and upper fence, use IF with OR to flag values below the lower fence or above the upper fence. Store the fences in fixed cells so every row uses the same thresholds, and retain the original order value beside its flag.
Choose one convention and document it. This walkthrough uses QUARTILE.INC, whose inclusive percentile convention interpolates within the ordered observations. Switching conventions can change thresholds, especially in small files, so do not compare flags across periods without checking how the quartiles were calculated.
No. A project purchase, opening order or stock build can be a valid exceptional transaction. Verify the source document and business context. Correct an established data error through the normal review process; keep a real order in actual revenue and show its effect separately.
Only when those orders form a meaningful comparison group. Different products, contract types or business sizes can have different normal ranges. Use a comparable population and enough history, and avoid treating a tiny segment's quartiles as a reliable operating standard.