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let p. a student plays basketball. let q: a student plays tennis. how m…

Question

let p. a student plays basketball. let q: a student plays tennis. how many students play both basketball and tennis? 4 8 32 36

Explanation:

Step1: Understand the Venn diagram

In a Venn diagram for two - set \(p\) (plays basketball) and \(q\) (plays tennis), the overlapping region represents the students who play both sports.

Step2: Identify the overlapping value

Looking at the Venn diagram, the number in the overlapping region of \(p\) and \(q\) is \(4\).

Answer:

4