A refrigerator is 3 ft wide, 2 ft deep, and 6 ft high. How much floor space does it cover? What is the volume?
A = LW
A = 3 * 2
A = ______ sq. ft.
V = LWH
V = 2 * 3 * 6
V = ______ cubic feet
36
To find the floor space covered by the refrigerator, you can simply calculate the area of the base. The base of the refrigerator is rectangular in shape, so you can use the formula for the area of a rectangle: length × width.
Given that the refrigerator is 3 ft wide and 2 ft deep, the floor space it covers would be:
Floor Space = width × depth
Floor Space = 3 ft × 2 ft
Floor Space = 6 square feet
So, the refrigerator covers 6 square feet of floor space.
To find the volume of the refrigerator, you can use the formula for the volume of a rectangular prism: length × width × height.
Given that the refrigerator is 3 ft wide, 2 ft deep, and 6 ft high, the volume would be:
Volume = width × depth × height
Volume = 3 ft × 2 ft × 6 ft
Volume = 36 cubic feet
Therefore, the volume of the refrigerator is 36 cubic feet.