Question
Use the formula for the volume of a rectangular pyramid to find the volume of a pyramid-shaped tent whose height is 75 in., width is 111 in., and length is 111 in. when standing.(1 point)
Responses
400,000 in.3
400,000 in. cubed
33,034.03 in.3
33,034.03 in. cubed
924,075 in.3
924,075 in. cubed
308,025 in.3
308,025 in. cubed
Responses
400,000 in.3
400,000 in. cubed
33,034.03 in.3
33,034.03 in. cubed
924,075 in.3
924,075 in. cubed
308,025 in.3
308,025 in. cubed
Answers
GPT 3.5
The formula for the volume of a rectangular pyramid is V = (1/3) * base area * height.
Given:
Height = 75 in
Width = 111 in
Length = 111 in
Base area = Width * Length = 111 * 111 = 12,321 in^2
Volume = (1/3) * 12,321 * 75
Volume = 4,107 * 75
Volume = 308,025 in^3
Therefore, the volume of the pyramid-shaped tent is 308,025 in^3.
Given:
Height = 75 in
Width = 111 in
Length = 111 in
Base area = Width * Length = 111 * 111 = 12,321 in^2
Volume = (1/3) * 12,321 * 75
Volume = 4,107 * 75
Volume = 308,025 in^3
Therefore, the volume of the pyramid-shaped tent is 308,025 in^3.