what is the area of the base of a rectangular pyramid with a length of 2.75 inches and a width of 2.75 inches?
Also what is the area of a face (lateral) with a length of 2.75 inches and a width of 2.75 inches?
To find the area of the base of a rectangular pyramid, you simply multiply the length and width of the base. So, to calculate the area of the base, you multiply the length of 2.75 inches by the width of 2.75 inches. The formula for the area of a rectangle is A = length × width.
Therefore, the area of the base of the rectangular pyramid is:
Area of base = 2.75 inches × 2.75 inches = 7.5625 square inches
Now, as for the area of a face (lateral) of the pyramid, it depends on which face you are referring to. A rectangular pyramid has four lateral faces, each of which is a rectangle. So, if you have a face with a length of 2.75 inches and a width of 2.75 inches, you can calculate its area using the same formula as above.
Area of the face = 2.75 inches × 2.75 inches = 7.5625 square inches
Therefore, the area of a face (lateral) with a length of 2.75 inches and a width of 2.75 inches is also 7.5625 square inches.