What is the volume of a moving truck with the following measurements: 9 9/10 ft. long, 6 1/10 ft. high, and 6 9/10 ft. wide? Apply the volume formula for a rectangular prism to solve.
To find the volume of the moving truck, we can use the formula for the volume of a rectangular prism:
Volume = Length x Width x Height
Given:
Length = 9 9/10 ft. = 9.9 ft
Width = 6 9/10 ft. = 6.9 ft
Height = 6 1/10 ft. = 6.1 ft
Plugging in the values:
Volume = 9.9 ft x 6.9 ft x 6.1 ft
Volume = 398.679 cubic feet
Therefore, the volume of the moving truck is 398.679 cubic feet.
wrong, the answer choices are
a. 691 416/1000 ft.^3
b. 22 9/10 ft.^3
c. 68 31/100 ft.^3
d. 416 691/1000 ft.^3
which one
To calculate the volume of the moving truck, you need to multiply the length, width, and height together.
Given:
Length = 9 9/10 ft. = 9.9 ft
Width = 6 9/10 ft. = 6.9 ft
Height = 6 1/10 ft. = 6.1 ft
Volume = Length x Width x Height
Volume = 9.9 ft x 6.9 ft x 6.1 ft
Volume = 398.679 cubic feet
To convert the volume to a mixed number, we get:
398.679 = 398 679/1000 = 398 679/1000 = 398 679/1000 ft^3
Therefore, the correct answer choice is:
d. 416 679/1000 ft.^3