3-Team Round Robin Tournament Printable | Diamond Scheduler - Free Printable

Explanation:
We have a 3-team round-robin schedule. In a round-robin, each team plays every other team once. With 3 teams, there are exactly 3 games total (since 3 choose 2 = 3).

The schedule shows:
- Round 1: Team 1 vs Team 2, and Team 3 has a Bye (doesn’t play).
- Round 2: Team 2 vs Team 3, and Team 1 has a Bye.
- Round 3: Team 3 vs Team 1, and Team 2 has a Bye.

So each team plays 2 games (since they each get 1 bye and play the other two teams), and there are no repeats.

Now, let’s figure out how many wins and losses each team gets — but wait! The problem doesn’t give actual game results (who won or lost). So we’re not being asked to fill in wins/losses based on outcomes — instead, we’re likely being asked to verify or complete the structure of the schedule.

But looking again: the task is probably just to understand the schedule and possibly fill in the number of games played, wins, and losses *if all games were played* — but since no winners are specified, perhaps the question is simply: “How many wins and losses does each team have in a full round-robin with 3 teams, assuming no ties?”

In a standard round-robin with 3 teams and no ties:
- There are 3 games.
- Each game produces 1 win and 1 loss.
- So total wins = 3, total losses = 3.
- Since each team plays 2 games, possible win totals per team could be 0, 1, or 2 — but without specific results, we can’t assign exact numbers.

Wait — maybe the real task is simpler: the student is supposed to realize that in this schedule, each team plays exactly 2 games (since they each have 1 bye), so the maximum possible wins per team is 2, and losses also up to 2.

But the table at the top is blank — perhaps the assignment is to fill in the number of games played (which equals wins + losses) for each team.

Let’s count:
- Team 1: plays Round 1 (vs 2) and Round 3 (vs 3) → 2 games
- Team 2: plays Round 1 (vs 1) and Round 2 (vs 3) → 2 games
- Team 3: plays Round 2 (vs 2) and Round 3 (vs 1) → 2 games

So each team has 2 games total ⇒ Wins + Losses = 2 for each team.

But again, without match results, we can’t know exact wins/losses.

Hold on — maybe the question implied in the context is: *“Complete the Wins and Losses columns assuming each team wins one game and loses one game.”* That would be a fair outcome (a cycle: 1 beats 2, 2 beats 3, 3 beats 1).

Let’s test that:
- If 1 beats 2 → Team 1: +1 win, Team 2: +1 loss
- If 2 beats 3 → Team 2: +1 win, Team 3: +1 loss
- If 3 beats 1 → Team 3: +1 win, Team 1: +1 loss

Then:
- Team 1: 1 win, 1 loss
- Team 2: 1 win, 1 loss
- Team 3: 1 win, 1 loss

That’s balanced and common in such problems when no results are given — assume a perfect cycle.

Also, the schedule format (with byes) matches standard 3-team round robin where each team rests once.

So the most reasonable answer is:
- Team 1: 1 Win, 1 Loss
- Team 2: 1 Win, 1 Loss
- Team 3: 1 Win, 1 Loss

Let me double-check: 3 games → 3 wins, 3 losses total. 1+1+1 = 3 wins, same for losses. ✔

Yes, that fits.

Final Answer:
Team 1: 1 Win, 1 Loss
Team 2: 1 Win, 1 Loss
Team 3: 1 Win, 1 Loss