8-Team Bracket: Single Elimination, Printable Tournament Bracket ... - Free Printable

Let’s solve this step by step.

We are given a tournament-style bracket with 8 players (numbered 1 through 8). The numbers in parentheses — (1) through (7) — represent the matches or rounds where two players compete, and the winner moves on to the next round.

Our goal is to figure out which player wins the entire tournament, assuming that in each match, the player with the higher number always wins.

Wait — actually, let’s double-check: the problem doesn’t say who wins each match! But since no other info is given, we must assume a standard rule for such problems: the higher-numbered player beats the lower-numbered player in every match. That’s the usual convention unless stated otherwise.

So let’s go match by match.

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First, look at match (1): Player 1 vs Player 8
→ Higher number is 8 → Player 8 wins

Match (2): Player 4 vs Player 5
→ Higher number is 5 → Player 5 wins

Match (3): Player 3 vs Player 6
→ Higher number is 6 → Player 6 wins

Match (4): Player 2 vs Player 7
→ Higher number is 7 → Player 7 wins

Now, move to the next round:

Match (5): Winner of (1) vs Winner of (2) → Player 8 vs Player 5
→ Higher number is 8 → Player 8 wins

Match (6): Winner of (3) vs Winner of (4) → Player 6 vs Player 7
→ Higher number is 7 → Player 7 wins

Final match (7): Winner of (5) vs Winner of (6) → Player 8 vs Player 7
→ Higher number is 8 → Player 8 wins

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Let me verify again to be sure:

Round 1:
- (1): 1 vs 8 → 8 wins
- (2): 4 vs 5 → 5 wins
- (3): 3 vs 6 → 6 wins
- (4): 2 vs 7 → 7 wins

Round 2:
- (5): 8 vs 5 → 8 wins
- (6): 6 vs 7 → 7 wins

Final:
- (7): 8 vs 7 → 8 wins

Yes, that’s consistent.

Final Answer:
8