Question

Fill in the blanks with the appropriate area for each section of the composite figure. Then indicate the total area of the composite figure. (3 points)
Drop target 1
Drop target 2
Drop target 3
Question 2
What is the total area of the composite figure?(1 point)
Area =
ft.2

A 3 ft 3 ft
B 6ft 5 ft
C 3ft 6ft

Answer 1

To find the total area of the composite figure formed by the three sections (A, B, and C), we can calculate the area of each section separately and then add them together.

1. **Area of Section A (Rectangle)**
- Dimensions: 3 ft x 3 ft
- Area = length × width = 3 ft × 3 ft = **9 ft²**

2. **Area of Section B (Rectangle)**
- Dimensions: 6 ft x 5 ft
- Area = length × width = 6 ft × 5 ft = **30 ft²**

3. **Area of Section C (Rectangle)**
- Dimensions: 3 ft x 6 ft
- Area = length × width = 3 ft × 6 ft = **18 ft²**

Now, sum the areas of all sections to get the total area of the composite figure:

Total Area = Area A + Area B + Area C
Total Area = 9 ft² + 30 ft² + 18 ft²
Total Area = **57 ft²**

So, filling in the blanks:

- Drop target 1: 9 ft²
- Drop target 2: 30 ft²
- Drop target 3: 18 ft²

And the total area of the composite figure is:

**Area = 57 ft²**