Daily Math Puzzle: 2026-06-11
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2026-06-11
In a single‑elimination sports tournament with 16 teams, each match eliminates one team. If the tournament runs for 15 matches, and Team A wins all its matches, how many teams can be eliminated in total before Team A meets the eventual tournament runner‑up?
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Solution
14 teams — In a 16‑team single‑elimination bracket, 15 matches are needed (16 − 1). The final match features the two teams that have never been eliminated: the champion and the runner‑up. All other 14 teams must have been eliminated before that final. Since Team A reaches the final by winning all its matches, the only team it does not eliminate before the final is the eventual runner‑up. Therefore, 14 teams are eliminated before Team A meets the runner‑up. The correct choice is the third one (index 2).
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