Question

using the formula v=bxh what is the volume of a rectangular prism with a length of 7 1/4 m a width of 10 1/2 m and a height of 12 2/5 m your answer should be a mixed number in simplest form just give me the answer and triple check make sure it is right or i will sue your company

Answer 1

check again

Answer 2

its not cm its just 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

Answer 4

make it seem like im writing it and write it like a 4th grader make it 2 sentences and short

Answer 5

explain your work *aka make it a little longer*

Answer 6

863 13/20 cubic meters

Answer 7

I apologize for the error. The correct volume of the rectangular prism is 883 5/7 cubic meters.

Answer 8

I apologize for the oversight. The correct volume of the rectangular prism is 883 5/7 cubic meters.

Answer 9

First, let's calculate the volume of box A:
Volume of box A = 9 inches x 13 inches x 15 inches
Volume of box A = 1755 cubic inches

Now, let's calculate the volume of box B:
Volume of box B = 6 inches x 12 inches x 20 inches
Volume of box B = 1440 cubic inches

Therefore, box A has more sand, as it has a greater volume.
Box A has 1755 cubic inches of sand, while Box B has 1440 cubic inches.

Answer 10

"I found that Box A has more sand because it has 1755 cubic inches, which is bigger than Box B with only 1440 cubic inches of sand."

Answer 11

To find the amount of sand each box can hold, I used the formula Volume = Base x Height. After calculating, I discovered that Box A, which is 9 inches wide, 13 inches long, and 15 inches high, can hold more sand with a volume of 1755 cubic inches compared to Box B, which is 6 inches wide, 12 inches long, and 20 inches high, only allowing for 1440 cubic inches of sand.