In los Cabo’s Mexico there is a big sculpture of block letters that welcomes you. The image shows c what is the surface area

of the sculpture, and it is difficult to determine the size of the letters in the photo. In order to calculate the surface area of the sculpture, you would need to know the dimensions of the individual letters and how they are arranged in the sculpture. Without this information, it is not possible to accurately calculate the surface area of the sculpture.

The dimensions are 1ft 4ft 15ft 7ft 4ft and 10 ft

To calculate the surface area of the sculpture made up of block letters with dimensions of 1ft, 4ft, 15ft, 7ft, 4ft, and 10ft, you need to find the surface area of each letter separately and then add them up.

Let's calculate the surface area of each letter:
1. Letter with dimensions 1ft x 4ft: Surface Area = 2(1ft x 4ft) + 2(1ft x 4ft) + 2(4ft x 4ft) = 8 + 8 + 32 = 48 square feet.
2. Letter with dimensions 15ft x 7ft: Surface Area = 2(15ft x 7ft) + 2(15ft x 7ft) + 2(7ft x 7ft) = 210 + 210 + 98 = 518 square feet.
3. Letter with dimensions 4ft x 10ft: Surface Area = 2(4ft x 10ft) + 2(4ft x 10ft) + 2(10ft x 10ft) = 80 + 80 + 200 = 360 square feet.

Now, add up the surface areas of all three letters to get the total surface area of the sculpture:

Total Surface Area = 48 + 518 + 360 = 926 square feet.

Therefore, the total surface area of the sculpture made up of block letters with dimensions 1ft, 4ft, 15ft, 7ft, 4ft, and 10ft is 926 square feet.

Is it squared

Yes, in the context of surface area, the unit would be squared (e.g., square feet) since surface area is a measure of the total area of all the surfaces of a three-dimensional object. So, the correct unit for the surface area of the sculpture would be square feet (ft^2).