In Los Cabos Mexico there is a big sculpture of block letters that welcome you One of the letters is a giant letter c The height is 15 ft The width is 1 ft the length is 10 ft The bottom of the sea and the top of the sea are 4 ft and the middle is 7 ft what is the surface
To find the surface area of the giant letter C sculpture, we need to calculate the surface area of each individual letter.
First, we calculate the surface area of the top and bottom parts of the letter C:
Surface area of top and bottom parts = 2 * (length * width) = 2 * (10 ft * 1 ft) = 20 sq ft
Next, we calculate the surface area of the front and back parts of the letter C:
Surface area of front and back parts = 2 * (length * height) = 2 * (10 ft * 15 ft) = 300 sq ft
Lastly, we calculate the surface area of the middle part of the letter C:
Surface area of middle part = height * width = 7 ft * 1 ft = 7 sq ft
Adding all the surface areas together, we get:
Total surface area = surface area of top and bottom parts + surface area of front and back parts + surface area of middle part
Total surface area = 20 sq ft + 300 sq ft + 7 sq ft
Total surface area = 327 sq ft
Therefore, the surface area of the giant letter C sculpture in Los Cabos Mexico is 327 square feet.