use the equation $p = \\frac{8.31}{v}$ where $p =$ pressure and $v =$ volume. what happens to the pressure…

Explanation:

Step1: Analyze the given formula

The formula is $p=\frac{8.31}{V}$, where $p$ is pressure and $V$ is volume.

Step2: Consider the limit as $V$ approaches 0

As $V$ approaches 0, we are looking at $\lim_{V\rightarrow0}\frac{8.31}{V}$. When the denominator of a fraction gets smaller and smaller (approaching 0) while the numerator is a non - zero constant (8.31 in this case), the value of the fraction gets larger and larger.

Answer:

The pressure approaches infinity as the volume approaches 0 because in the formula $p = \frac{8.31}{V}$, as $V$ gets closer and closer to 0, the value of $p$ increases without bound.