Question

Use your understanding of the ideal gas law to
identify the correct relationships among the
variables
Pressure is
Temperature is
Volume is
Moles are

Answer 1

The ideal gas equation stated the law to be PV = nRT.

The ideal gas has been the gas where the net collisions between the gas atoms have been zero.

The ideal gas equation can be given by:

PV =nRT

The relationship in the equation can be given as:

• With the increase in pressure at a constant mole, the temperature of the gas has also been increased, and the volume of the gas has been decreased at the constant temperature.

Pressure = $\rm \dfrac{nRT}{V}$

• With the increase in temperature of a gas at a constant mole, there has been an increase in the pressure of the gas. At constant pressure as well there has been a subsequent increase in volume.

Temperature = $\rm \dfrac{PV}{nR}$

• With the increase in volume at constant moles and temperature, the pressure of the gas has been decreased. With the constant mole and Pressure, the temperature of the gas has been increased.

Volume = $\rm \dfrac{nRT}{P}$

• The moles of the gas has been the constant quantity for the gas, and may not vary for an ideal gas.

Moles = $\rm \dfrac{PV}{RT}$

For more information about the ideal gas law, refer to the link:

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