There are 357 players who want to play in a football tournament. Each team needs exactly 11 players. The question asks how many players will be left without a team. This is a division with remainder problem, where we divide the total number of players by the number of players per team, and the remainder will give us the number of players left without a team.

ArithmeticDivisionRemainderWord Problem
2025/5/11

1. Problem Description

There are 357 players who want to play in a football tournament. Each team needs exactly 11 players. The question asks how many players will be left without a team. This is a division with remainder problem, where we divide the total number of players by the number of players per team, and the remainder will give us the number of players left without a team.

2. Solution Steps

To find the number of players left without a team, we need to divide the total number of players (357) by the number of players required per team (11) and find the remainder.
357÷11357 \div 11
We perform the division:
357=11×32+5357 = 11 \times 32 + 5
The quotient is 32, which represents the number of teams that can be formed.
The remainder is 5, which represents the number of players left without a team.

3. Final Answer

5

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