The total area, which consists of 3 rectangles, is calculated by summing the areas of the individual rectangles. After calculating each area, the total comes out to be 650 square units.
The total area of the shape described, a composed of 3 rectangles, can be found by calculating the area of each rectangle individually and then summing them up. The first rectangle has dimensions of 30 units by 5 units, and the remaining two rectangles each have dimensions of 50 units by 5 units.
To find the area of a rectangle, the formula is simply length × width. Thus:
Area of the first rectangle = 30 units × 5 units = 150 square units
Area of the second rectangle = 50 units × 5 units = 250 square units
Area of the third rectangle = 50 units × 5 units = 250 square units
Adding these areas together:
Total area = 150 + 250 + 250 = 650 square units.
Hence, the total area is 650 square units.
The question probable may be:
The students at Cupertino High School are building the shape below to put on their school. What is the total area of the shape in square units?