The question
When someone revises an initial estimate using two to eight other people’s opinions at once, how do they combine them — and how much do they actually gain?
The method
Undergraduate students gave an initial estimate for 24 historical-date questions [1], then saw two, four, or eight other estimates drawn from a real pool of prior respondents’ answers rather than artificial advice [1], and gave a final estimate, with a real cash bonus for accuracy [1].
The findings
Using advice helped — mean error fell by roughly 27% with two opinions, 28% with four [1], and 33% with eight, gains that grew with more opinions but at a fast-diminishing marginal rate [1]. The best-fitting description of what people actually did wasn’t averaging everything: it was “egocentric trimming” [1] — dropping the one or two opinions furthest from their own initial guess, then averaging what was left — rather than trimming based on distance from the group’s consensus. And people left real accuracy on the table: their actual final estimates were roughly as accurate as the crudest mechanical rule tested (the midrange, which uses only the two extremes) [1] and significantly less accurate than a simple median [1] or a rule that discarded outliers relative to the group [1]. A second experiment (artificial near/far advice rather than a real pool) found the same self-centered pattern from a different angle: participants weighted their own initial estimate at 0.71 on average [1], when equal weighting of self plus advice would call for about 0.33 [1].
The limits
The task was estimating historical dates from numeric advice under a real but modest cash incentive — not the qualitative, higher-stakes advice a hiring manager collects on a reference call. The paper doesn’t test whether experienced professional judgment (rather than undergraduates guessing dates) shows the same egocentric-trimming pattern.