Micah is going to paint his woodworking shop. The shop is a rectangular prism. The dimensions of the shop are shown in the diagram 9 ft ft 15.8 ft Including the doors what is the lateral surface area of the shop in square feet ?
The lateral surface area of a rectangular prism is equal to the perimeter of the base multiplied by the height. In this case, the base is a rectangle with dimensions 9 ft and 15.8 ft, so the perimeter of the base is 2(9 ft + 15.8 ft) = 2(24.8 ft) = 49.6 ft. The height of the prism is not given, so we cannot determine the lateral surface area.
Micah is going to paint his woodworking shop. The shop is a rectangular prism. The dimensions of the shop are shown in the diagram.
Including the doors what is the lateral surface area of the shop in square feet ?
Since the diagram is not provided, we cannot know the exact dimensions of Micah's shop. However, if we are given the dimensions, we can calculate the lateral surface area.
The lateral surface area of a rectangular prism is found by calculating the sum of the areas of the four sides (excluding the top and bottom faces). Each side can be calculated as the product of the height of the prism and the length of the side.
Assuming the dimensions of the shop are given as:
Length = L ft
Width = W ft
Height = H ft
The lateral surface area (LSA) of the shop is given by:
LSA = 2H(L + W)
Note that the area of each side is multiplied by 2 because we have 2 pairs of sides for the rectangular prism.
Without the specific dimensions provided, we cannot calculate the lateral surface area.
Micah is going to paint his woodworking shop. The shop is a rectangular prism. The dimensions of the shop are shown in the diagram. the height is 9 ft, the width is 7.9 ft, and the length is15.8 ft Including the doors what is the lateral surface area of the shop in square feet ?
The lateral surface area (LSA) of a rectangular prism is found by calculating the sum of the areas of the four sides (excluding the top and bottom faces). Each side can be calculated as the product of the height of the prism and the length of the side.
Given that the height is 9ft, the width is 7.9ft, and the length is 15.8ft, we can calculate the LSA as follows:
LSA = 2 × height × (length + width)
= 2 × 9ft × (15.8ft + 7.9ft)
= 2 × 9ft × 23.7ft
= 2 × 213.3ft²
= 426.6ft²
Therefore, the lateral surface area of the shop (including the doors) is 426.6 square feet.