Question

In cubic feet, what is the volume of a toy box measuring 334 feet long, 212 feet wide, and 212 feet tall? Use the volume formula to solve. The answer will be a mixed fraction in cubic feet.(1 point)
__ ft.3

Answer 1

The answer will be a mixed fraction in cubic feet.

Answer 2

Using the formula V=B×h, what is the volume of a rectangular prism with a length of 714 m, a width of 1012 m, and a height of 1225 m? Your answer should be a mixed number in simplest form.(1 point)
m3

Answer 3

A preschool is shopping for sand for its sandbox. Box A is 9 inches wide by 13 inches long by 15 inches high. Box B is 6 inches wide by 12 inches long by 20 inches high. Which box has more sand? Apply the formula V=B⋅h to solve. Show your work.(2 points)

Answer 4

write it like a 6th grader

Answer 5

23,121 ft^3

Answer 6

The volume formula for a rectangular prism is length x width x height. So, for the given dimensions:

Volume = 334 ft x 212 ft x 212 ft
Volume = 15,033,184 ft^3

However, we need to express this in a mixed fraction.

15,033,184 ÷ 1,728 = 8,705 + 944/1,728 ft^3

Therefore, the volume of the toy box is 8,705 944/1,728 ft^3.

Answer 7

First, we need to calculate the base area (B) of the rectangular prism:

Base Area (B) = length x width
Base Area (B) = 714 m x 1012 m
Base Area (B) = 722568 m^2

Now, we can calculate the volume using the formula V = B x h:

Volume = Base Area x height
Volume = 722568 m^2 x 1225 m
Volume = 885022200 m^3

Next, we simplify the mixed number:

885022200 ÷ 1,000,000 = 885.022

Therefore, the volume of the rectangular prism is 885.022 m^3.

Answer 8

To determine which box has more sand, we need to calculate the volume of each box using the formula V = B x h, where V represents volume, B represents the base area, and h represents the height.

For Box A:
Width = 9 inches
Length = 13 inches
Height = 15 inches

Base Area (B) = Width x Length
Base Area (B) = 9 inches x 13 inches
Base Area (B) = 117 square inches

Volume of Box A = Base Area x Height
Volume of Box A = 117 square inches x 15 inches
Volume of Box A = 1755 cubic inches

For Box B:
Width = 6 inches
Length = 12 inches
Height = 20 inches

Base Area (B) = Width x Length
Base Area (B) = 6 inches x 12 inches
Base Area (B) = 72 square inches

Volume of Box B = Base Area x Height
Volume of Box B = 72 square inches x 20 inches
Volume of Box B = 1440 cubic inches

Comparing the volumes, we see that Box A has a volume of 1755 cubic inches, while Box B has a volume of 1440 cubic inches.

Therefore, Box A has more sand than Box B.

Answer 9

To find out which box has more sand, we have to figure out how much space each box has inside. We can do this by using the formula V = B x h.

For Box A:
Width = 9 inches
Length = 13 inches
Height = 15 inches

First, we find the Base Area (B) by multiplying Width x Length:
Base Area (B) = 9 inches x 13 inches = 117 square inches

Then, we multiply the Base Area by the Height to get the Volume of Box A:
Volume of Box A = 117 square inches x 15 inches = 1755 cubic inches

For Box B:
Width = 6 inches
Length = 12 inches
Height = 20 inches

First, we find the Base Area (B) by multiplying Width x Length:
Base Area (B) = 6 inches x 12 inches = 72 square inches

Then, we multiply the Base Area by the Height to get the Volume of Box B:
Volume of Box B = 72 square inches x 20 inches = 1440 cubic inches

Comparing the volumes, we see that Box A can hold more sand because it has a volume of 1755 cubic inches, which is greater than the volume of Box B, which is 1440 cubic inches. So, Box A has more sand than Box B.