a student uses the value 0.0821 l· atm/mol· k for the gas constant in the ideal gas law. what are the most…

a student uses the value 0.0821 l· atm/mol· k for the gas constant in the ideal gas law. what are the most appropriate units for pressure, volume, and temperature in this case?\no p has the units of atm, v has units of milliliters, and t has the units of kelvin.\no p has the units of mmhg, v has units of liters, and t has the units of degrees celsius.\no p has the units of atm, v has the units of liters, and t has units of kelvin.\no p has units of liters, v has units of liters, and t has units of degrees celsius.

a student uses the value 0.0821 l· atm/mol· k for the gas constant in the ideal gas law. what are the most appropriate units for pressure, volume, and temperature in this case?\no p has the units of atm, v has units of milliliters, and t has the units of kelvin.\no p has the units of mmhg, v has units of liters, and t has the units of degrees celsius.\no p has the units of atm, v has the units of liters, and t has units of kelvin.\no p has units of liters, v has units of liters, and t has units of degrees celsius.

Answer

Answer:

C. $P$ has the units of atm, $V$ has the units of liters, and $T$ has units of kelvin.

Explanation:

Step1: Recall ideal gas law

$PV = nRT$.

Step2: Analyze gas - constant units

Given $R=0.0821\ L\cdot atm/mol\cdot K$. In the ideal - gas law equation, for the units to be consistent, when $R$ has units of $L\cdot atm/mol\cdot K$, pressure $P$ must be in atmospheres (atm), volume $V$ must be in liters (L), and temperature $T$ must be in kelvins (K) so that the units on both sides of the equation match.