Assuming the sculpture is made up of a series of rectangular prisms, the surface area of the letter "C" can be calculated by first determining the dimensions of each rectangular prism for each segment of the letter and then summing the surface areas of all segments.
Let's break down the letter "C" into individual segments and calculate the surface area:
Segment 1: 4 ft x 1 ft (front)
Segment 2: 4 ft x 7 ft (side)
Segment 3: 10 ft x 1 ft (top)
Segment 4: 7 ft x 1 ft (bottom)
Surface area of segment 1 = 4 ft x 1 ft = 4 square feet
Surface area of segment 2 = 2(4 ft x 7 ft) = 56 square feet
Surface area of segment 3 = 10 ft x 1 ft = 10 square feet
Surface area of segment 4 = 7 ft x 1 ft = 7 square feet
Total surface area of the letter "C" = Surface area of segment 1 + Surface area of segment 2 + Surface area of segment 3 + Surface area of segment 4
= 4 + 56 + 10 + 7
= 77 square feet
Therefore, the surface area of the letter "C" in the sculpture is 77 square feet.
4ft 1 ft 15ft7ft 4ft 10ft in los cabos mexico there is a big sculpture of block letters thta welcome you the image shows the letter c what is its surface area
1 answer
1 answer