Which of the following, if true, would most clearly reconcile the statements by showing they refer to the same metric?

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To reconcile statements as referring to the same metric, the measurements must be on the same scale. When every measure uses the same scale, the numbers are directly comparable and reflect the same underlying quantity without needing conversions. This alignment eliminates ambiguity about what’s being measured, so you can confidently treat different statements as describing the same metric.

If the measures were about different concepts, there would be no basis for saying they describe the same quantity even if the numbers looked similar. Data collected at different times can still refer to the same metric, but time differences can introduce drift or context changes, and without a shared scale, the values wouldn’t be directly comparable. Unequal sample sizes affect precision or confidence in the measurements but don’t by themselves prove that the quantities being measured are the same.