SadaIQDistribution of order values
How are order values distributed, and how many sit far from the usual?
Claim: The histogram groups order values into equal-width bins; most values cluster in the first bins and a long tail stretches toward high values, and the table gives the quantiles, the fences and the outliers.
Distribution
Current chart form: Distribution · histogram
Distribution · histogram. Showing 120 of 120 periods
- 1. Step one: the question the chart answers
- 2. Step two: the data and definitions behind the numbers
- 3. Step three: the reading and the suggested action
Version-pinned synthetic data; a value is an outlier when it passes the fence of one and a half interquartile ranges.
Data table
| thousand synthetic currency units | Sample size |
|---|---|
| 17-95 | 93 |
| 95-173 | 23 |
| 173-251 | 1 |
| 251-329 | 0 |
| 329-406 | 0 |
| 406-484 | 1 |
| 484-562 | 1 |
| 562-640 | 1 |
| Unit | currency |
|---|---|
| n | 120 |
| min | 17 thousand synthetic currency units |
| q1 | 43 thousand synthetic currency units |
| median | 63 thousand synthetic currency units |
| q3 | 92 thousand synthetic currency units |
| max | 640 thousand synthetic currency units |
| Outliers | 180 thousand synthetic currency units, 430 thousand synthetic currency units, 520 thousand synthetic currency units, 640 thousand synthetic currency units |
statistical summary table
How this figure was calculated
How was this figure calculated?
This is synthetic data that teaches how to read the chart; it is not a customer result.
- Metric definition
- Order value — Order value · mean · no interval
- Unit
- thousand synthetic currency units
- Definition version
- 1.0.0
- Time scope
- sample
- Synthetic source id
- synthetic-order-distribution-v2026.10.1
- Source fingerprint
- 55e104161bc97440
- Source
- Synthetic data
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