Number of students that plays football, football but not hockey and hockey but not football
To determine the number of students who play football but not hockey and the number of students who play hockey but not football, we need more information. Without knowing the total number of students and the overlapping or non-overlapping nature of the two groups (football players and hockey players), we cannot provide an exact answer. Could you please provide more details?
To determine the number of students who play football, football but not hockey, and hockey but not football, we will need the following information:
1. The total number of students who play football.
2. The number of students who play both football and hockey.
3. The total number of students who play hockey.
Without this information, it is not possible to provide a specific answer. Can you provide the necessary data?
To find the number of students who play football, football but not hockey, and hockey but not football, you will need the following information:
1. The total number of students who play football.
2. The total number of students who play hockey.
Let's break down the steps to get the answer:
Step 1: Find the number of students who play football but not hockey:
- Subtract the number of students who play both football and hockey from the total number of students who play football.
Step 2: Find the number of students who play hockey but not football:
- Subtract the number of students who play both football and hockey from the total number of students who play hockey.
Step 3: Find the number of students who play football, football but not hockey, and hockey but not football:
- Find the smaller value between the number of students who play football but not hockey and the number of students who play hockey but not football.
Let's illustrate this with an example:
Suppose you have the following information:
- Total number of students who play football: 50
- Total number of students who play hockey: 30
- Number of students who play both football and hockey: 20
Using the steps mentioned above:
Step 1: Number of students who play football but not hockey = Total number of students who play football - Number of students who play both football and hockey
= 50 - 20
= 30
Step 2: Number of students who play hockey but not football = Total number of students who play hockey - Number of students who play both football and hockey
= 30 - 20
= 10
Step 3: Number of students who play football, football but not hockey, and hockey but not football = smaller value between (Number of students who play football but not hockey) and (Number of students who play hockey but not football)
= the smaller value between 30 and 10
= 10
Therefore, in this example, the number of students who play football, football but not hockey, and hockey but not football is 10.