Question 3: Illustrate the information in a Venn diagram. Given total candidates = 44, |M| = x, |E| = 3x, and |M ext and E| = rac13|M|. Find the number of candidates who took Maths and English.

a) To illustrate the information in a Venn diagram, we first need to find the values.

Step 1: Define variables and set up the equation.
Let $M$ be the set of candidates who took Maths and $E$ be the set of candidates who took English.
Given:
Total candidates $= 44$
Number of candidates who took Maths, $|M| = x$
Number of candidates who took English, $|E| = 3x$
Number of candidates who took both, $|M \cap E| = \frac{1}{3}|M| = \frac{1}{3}x$

The formula for the union of two sets is $|M \cup E| =