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5 votes
Let p: A student plays basketball.

Let q: A student plays tennis.



How many students play both basketball and tennis?

Let p: A student plays basketball. Let q: A student plays tennis. How many students-example-1

2 Answers

4 votes

Answer:

A

Explanation:

User Sheppe
by
5.1k points
4 votes

Answer: 4 students

Explanation:

We know that p is the set formed by the students who play basketball and q is the group formed by the students who play tennis, in this case we look for the group of students who play both sports. That is, we look for the intersection of the set p with the set q

In the Venn diagram shown, each set is represented by a circle and the area where both circles intersect represents the set formed by the intersection of p and q.

This diagram shows that the number of students who play tennis and play basketball is 4

User Ern
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5.0k points