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# Boyle's Law Calculator

This calculator will calculate the initial and final values of temperature and pressure by using the Boyle’s law equation.

This Boyle’s law calculator calculates different physical parameters like temperature, pressure, and volume of a gas enclosed in a gas container.

## What Is Boyle’s Law?

“At a constant temperature, the volume of a gas is inversely proportional to the pressure applied to it”

## Boyles Law Formula:

The Boyle’s law equation is as follows:

$$P_{1}*V_{1} = P_{2}*V_{2}$$

Where:

$$P_{1}$$ = Initial temperature of the gas

$$V_{1}$$ = Initial volume of the gas

$$P_{2}$$ = Final gas pressure

$$V_{2}$$ = Final volume of the

You can use this pressure volume calculator that describes the most accurate estimations of pressure and volume of any gas that may be packed in a closed object.

## Boyle’s Law Example Problems:

In this section of the read, we will resolve an example so as to clarify your concept regarding pressure and volume calculations. Let’s move on!

### Example # 01:

How to find final pressure of a gas enclosed in a certain container with following parameters given:

$$P_{1}$$ = 34Pa

$$V_{1}$$ = 2$$m^{3}$$

$$V_{2}$$ = 5$$m^{3}$$

#### Solution:

Here we have the pressure volume equation as follows:

$$P_{2} =\dfrac{P_{1}*V_{1}}{V_{2}}$$

$$P_{2} =\dfrac{34*2}{5}$$

$$P_{2} =\dfrac{68}{5}$$ $$P_{2} = 13.6Pa$$

## Working of Boyle’s Law Calculator:

Learn how to use this free pressure of gas calculator that finds relationship among gas particles in an isothermal process!

Input:

• From the first drop-down list, select which gas-related parameter you wish to determine
• Enter all the required parameters in their designated fields
• Select units
• Tap Calculate

Output:

• Initial volume and pressure
• Final volume and pressure
• Temperature of gas
• Amount of moles in the gas present

## References:

From the source Wikipedia: Gas laws, Gay-Lussac's law, Ideal gas laws, Boyle's law, Human breathing system

From the source Khan Academy: Kinetic molecular theory, Non-ideal gas behavior