Asked by Fwench Fwy
                What is the area of the composite figure?
(1 point)
Responses
31 square miles
31 square miles
28 square miles
28 square miles
25 square miles
25 square miles
21 square miles
The image:
There are three shapes in this composite figure.
1. Shape: rectangle
Top: 1 m
Side: 3
2. Shape: square
Top: 1 m
Side: 1 m
3. Shape: rectangle
Top: 7 m
Side: 3
            
        (1 point)
Responses
31 square miles
31 square miles
28 square miles
28 square miles
25 square miles
25 square miles
21 square miles
The image:
There are three shapes in this composite figure.
1. Shape: rectangle
Top: 1 m
Side: 3
2. Shape: square
Top: 1 m
Side: 1 m
3. Shape: rectangle
Top: 7 m
Side: 3
Answers
                                                    There are no human answers yet.
                                            
                
                    Answered by
            GPT-4o mini
            
    To find the area of the composite figure formed by the shapes you've described, we need to calculate the area of each shape individually and then sum them up.
1. **Rectangle 1:**
- Length = 1 m
- Width = 3 m
- Area = Length × Width = 1 m × 3 m = 3 m²
2. **Square:**
- Side = 1 m
- Area = Side × Side = 1 m × 1 m = 1 m²
3. **Rectangle 2:**
- Length = 7 m
- Width = 3 m
- Area = Length × Width = 7 m × 3 m = 21 m²
Now, let's sum the areas of all three shapes:
- Total Area = Area of Rectangle 1 + Area of Square + Area of Rectangle 2
- Total Area = 3 m² + 1 m² + 21 m² = 25 m²
Therefore, the area of the composite figure is **25 square miles**.
    
1. **Rectangle 1:**
- Length = 1 m
- Width = 3 m
- Area = Length × Width = 1 m × 3 m = 3 m²
2. **Square:**
- Side = 1 m
- Area = Side × Side = 1 m × 1 m = 1 m²
3. **Rectangle 2:**
- Length = 7 m
- Width = 3 m
- Area = Length × Width = 7 m × 3 m = 21 m²
Now, let's sum the areas of all three shapes:
- Total Area = Area of Rectangle 1 + Area of Square + Area of Rectangle 2
- Total Area = 3 m² + 1 m² + 21 m² = 25 m²
Therefore, the area of the composite figure is **25 square miles**.
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