What is the area in square units of the entire colored region? ( I JUST NEED THE ANSWER)

Question

Consider that the area of the square is 11 square units and the area of the circle is 20 square units, but suppose you know that the area of the region defined by the intersection of the square and the circle measures 3 square units.

A circle partially overlaps a square, forming three regions.

1. The region inside the circle and outside the square is colored light blue.
2. The region inside the square and outside the circle is colored red.
3. The region inside both the circle and the square is colored light red.

What is the area in square units of the entire colored region?

Answer 1

red & light red = 11 = area of the square

if light red = 3, then red = 8

circle =20

all colors are circle plus red = 20+8 = 28 square units

or 17+3+ 8 = 28

light blue + light red + red