Are you wondering** how to find volume with density and mass**? Have you tried to calculate it on your own, but still have some troubles? You are in the right place. After reading this article everything will be finally clear. It is time to know another side of math – the easier one.

In this article you will find everything you need to **find volume with density and mass **on your own – the theoretical information and practical examples with step by step explanation. Even if the math is not your strong side, you will be able to understand it and make your own calculations, we promise.

## Formula to find volume with density and mass

The first thing you need to know to find volume with density and mass is the **volume formula**. How does it look? You can find it down below, have a look:

**Volume = Mass / Density**

The formula to find volume with density and mass is not complicated, as you can see. It is based on a simple mathematical operation, that is on dividing. We are sure that all of you are able to divide one number by another.

**So how can you find volume with density and mass? **You need to divide the number of the mass by the number of the density. Then you will have the result. It sounds easy, isn’t it? So let’s see how it works in practice.

### Calculate volume with density and mass step by step

Practice is the best way to learn new things, so** it is time for examples**. Let’s start with something easy to calculate. The data are down below:

- Density = 2 kg/m
^{3}; - Mass = 5 kg.

After putting the data in the volume formula, it looks like this:

Volume = 5 kg / 2 kg/m^{3}

Now let’s make the calculations:

5 kg / 2 kg/m^{3} = 2.5 m^{3}

So the volume is equal to 2.5 m^{3}. As you can see, the calculations in this case were quite easy.

Let’s see another example, from everyday life. For instance, find the volume of steel. The data are down below:

- Density = 8.050 kg/m
^{3}; - Mass = 5 kg.

So now put the data in the volume formula. It will look as follows:

Volume = 5 kg / 8.050 kg/m^{3}

Then let’s make the calculation:

5 kg / 8.050 kg/m^{3} = 0.62111801 m^{3}

So the volume is equal to 0.62111801 m^{3}. It is also possible to round off the result, for instance, to two decimal places. Then the result will be equal to 0.62 m^{3}.

As you can see, the calculations in this case were not so easy. It is caused by the decimal places in the value of the density.

**What can you do to make these calculations easier?** You can round off all the data to the round numbers. Then the data will look like this:

- Density = 8 kg/m
^{3}; - Mass = 5 kg.

And the calculations:

5 kg / 8 kg/m^{3} = 0.625 m^{3}

It is so much easier to calculate now, isn’t it? And as you can see, the difference between the first result and this result is not significant. So if you don’t need an accurate result, you can round off the data to make your calculations easier.

Are you not sure if your result is correct? You can check it with the **volume converter**. It is an online calculator dedicated to finding the volume with density and mass. Just enter the data and compare the result with the result which you have calculated on your own.

We hope that now the topic of finding volume with density and mass is clear for you. So let’s **try this knowledge in practice** and finally calculate the volume on your own without any troubles.