In this case, we can use the Boyle's law to solve this problem:
[tex]P1\cdot v1=P2\cdot v2[/tex]We already know the values of P1, v1 and P2 and we have to find v2. Replace for the given values and solve for v2:
[tex]\begin{gathered} 179ml\cdot2.00atm=5.50atm\cdot v2 \\ v2=\frac{179ml\cdot2.00atm}{5.50atm} \\ v2=65.1ml \end{gathered}[/tex]The correct answer is B) 65.1ml.
