Volume of a Orthohedron: Applying the formula

Given the cuboid whose length is equal to 7 cm

Width is equal to 3 cm

The height of the cuboid is equal to 5 cm

Calculate the volume of the cube

The formula to calculate the volume of a cuboid is:

height*length*width

We replace the data in the formula:  

3*5*7

7*5 = 35

35*3 = 105

105 cm³

Given the cuboid of the figure:

The area of the base of the cuboid is 15 cm²,

The length of the lateral edge is 3 cm.

what is the volume of the cuboid

To calculate the volume of a cuboid, as we mentioned, we need the length, width, and height.

It is important to note that in the exercise we are given the height and the base area of the cuboid.

The base area is actually the area multiplied by the length. That is, it is the data that contains the two pieces of information we are missing.

Therefore, we can calculate the area by height * base area

15*3 = 45

This is the solution!

45 cm²

A rectangular prism has a base measuring 5 units by 8 units.

The height of the prism is 12 units.

Calculate its volume.

480

Look at the cuboid below:

What is the volume of the cuboid?

480 cm²

Calculate the volume of the rectangular prism below using the data provided.

180

Calculate the volume of the rectangular prism below using the data provided.

48

A cuboid is 9 cm long, 4 cm wide, and 5 cm high.

Calculate the volume of the cube.

180 cm³

A cuboid has a length of is 9 cm.

It is 4 cm wide and 5 cm high.

Calculate the volume of the cube.

180 cm³

Shown below is a cuboid with a length of 8 cm.

Its width is 2 cm and its height is 4 cm.

Calculate the volume of the cube.

64 cm³

Below is a cuboid with a length of

8 cm.

Its width is 2 cm and its height is

4 cm.

Calculate the volume of the cube.

64 cm³

Given the cuboid of the figure:

What is its volume?

180

Given an cuboid such that its base is a square.

The length of the side of the base is equal to 8 cm

The length of the height is equal to 5 cm

Find the volume of the cuboid

$320$

Given an cuboid such that its length is equal to 15 cm

Width is equal to 16 cm

Height is equal to 10 cm

Find the volume of the cuboid

$2400$

Given the cuboid whose height is equal to 9 cm

Length is equal to 8 cm

Width is equal to 10 cm

Find the volume of the cuboid

$720$

The side BC in the rectangular prism below is 8 cm long.

Side BD is 4 cm long.
Side AD is 5 cm long.

Calculate the volume of the cube.

96 cm³

A cuboid has a width measuring 8 cm and a height of 4 cm.

Calculate the length of the side AC.

$\sqrt{80}$ cm