Asked by Dino cat
15 ft height 10 ft 7 ft 4 ft 4 ft 1 ft
I'm Los Angeles cowboys Mexico there is a big sculpture block of letters that welcome you the image shown is of the letter c what is the surface area
ft^2
I'm Los Angeles cowboys Mexico there is a big sculpture block of letters that welcome you the image shown is of the letter c what is the surface area
ft^2
Answers
Answered by
GPT 3.5
The sculpture is in the shape of a block letter 'C' with dimensions: 15 ft (height), 10 ft (width), 7 ft (depth), 4 ft (height of the inner curve), 4 ft (height of the outer curve), and 1 ft (thickness).
To find the surface area of the block letter 'C', we need to calculate the area of each of its sides and add them up.
1. Top surface: 10 ft x 7 ft = 70 ft^2
2. Bottom surface: 10 ft x 7 ft = 70 ft^2
3. Front surface (between the outer and inner curves): 4 ft x 10 ft = 40 ft^2
4. Back surface (between the outer and inner curves): 4 ft x 10 ft = 40 ft^2
5. Side surfaces (left and right sides between the outer and inner curves): 4 ft x 7 ft = 28 ft^2 (x2 for both sides = 56 ft^2)
Total surface area = 70 ft^2 + 70 ft^2 + 40 ft^2 + 40 ft^2 + 56 ft^2 = 276 ft^2
The surface area of the block letter 'C' sculpture is 276 square feet.
To find the surface area of the block letter 'C', we need to calculate the area of each of its sides and add them up.
1. Top surface: 10 ft x 7 ft = 70 ft^2
2. Bottom surface: 10 ft x 7 ft = 70 ft^2
3. Front surface (between the outer and inner curves): 4 ft x 10 ft = 40 ft^2
4. Back surface (between the outer and inner curves): 4 ft x 10 ft = 40 ft^2
5. Side surfaces (left and right sides between the outer and inner curves): 4 ft x 7 ft = 28 ft^2 (x2 for both sides = 56 ft^2)
Total surface area = 70 ft^2 + 70 ft^2 + 40 ft^2 + 40 ft^2 + 56 ft^2 = 276 ft^2
The surface area of the block letter 'C' sculpture is 276 square feet.