176k views
1 vote
What is the area of the yellow region? *

What is the area of the pink region? *

What is the total area of the figure

What is the area of the yellow region? * What is the area of the pink region? * What-example-1

2 Answers

5 votes

Answer:Multiply them

Explanation:

User Jay Traband
by
5.1k points
4 votes

Answer:

Yellow: 420 in²

Pink: 576 in²

Total: 996 in²

Explanation:

This is a composite figure and each section, the pink and yellow, need to be solved separately and then added together.

Yellow Section: it's a triangle, so the triangle area formula should be used.

A = (b*h)/2 (original equation)

A = ((12+12)*35)/2 (substitute values)

A = (24*35)/2 (add)

A = 840/2 (multiply)

A = 420 (divide)

The area of the yellow section is 420 sq. in.

Pink Section: it's a square, so the formula of a square should be used.

A = (b)² (original equation)

A = (12+12)² (substitute values)

A = 24² (add)

A = 576 (square value)

The area of the pink section is 576 sq. in.

Total Area: add the individual areas together.

A = 420 + 576 (equation)

A = 996 (add)

The total area is 996 sq. in.

User Lifezbeautiful
by
5.6k points
Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.