Chapter 6, Problem 6.9QE

Interpretation Introduction

Interpretation:

An equation for density of a gas has to be derived from the ideal gas law.

Concept Introduction:

The mathematical relation between volume and pressure that holds true as per the Boyle’s law for volume and pressure is as follows:

  $V=\left(\text{constant}\right)\times \frac{1}{P}$

Here,

$V$ denotes the volume.

$P$ denotes the volume.

Similarly, the mathematical relation between volume and temperature as per the Charles law are as follows:

  $V=\left(\text{constant}\right)\times T$

Here,

$V$ denotes the volume.

$T$ denotes the temperature.

The mathematical relation between volume and amount at constant pressure as per the Avogadro’s law is as follows:

  $V=\left(\text{constant}\right)\times n$

Here,

$V$ denotes the volume.

$n$ denotes the number of moles.