The value of \[{{C}_{p}}-{{C}_{v}}\] is 1.00R for a gas sample in state A and is 1.06R in state B. Let \[{{P}_{A}},{{P}_{B}}\] denote the pressure and \[{{T}_{A}},{{T}_{B}}\] denote the temperature of the states A and B respectively. Then most likely

\[{{P}_{A}}>{{P}_{B}}\text{ and }{{T}_{A}}<{{T}_{B}}\]

\[{{P}_{A}}>{{P}_{B}}\text{ and }{{T}_{A}}

\[{{P}_{A}}={{P}_{B}}\text{ and }{{T}_{A}}

\[{{P}_{A}}>{{P}_{B}}\text{ and }{{T}_{A}}={{T}_{B}}\]

The value of \[{{C}_{p}}-{{C}_{v}}\] is 1.00R for a gas sample in stat

1.	The value of \[{{C}_{p}}-{{C}_{v}}\] is 1.00R for a gas sample in state A and is 1.06R in state B. Let \[{{P}_{A}},{{P}_{B}}\] denote the pressure and \[{{T}_{A}},{{T}_{B}}\] denote the temperature of the states A and B respectively. Then most likely
A.	\[{{P}_{A}}<{{P}_{B}}\text{ and }{{T}_{A}}>{{T}_{B}}\]
B.	\[{{P}_{A}}>{{P}_{B}}\text{ and }{{T}_{A}}<{{T}_{B}}\]
C.	\[{{P}_{A}}={{P}_{B}}\text{ and }{{T}_{A}}<{{T}_{B}}\]
D.	\[{{P}_{A}}>{{P}_{B}}\text{ and }{{T}_{A}}={{T}_{B}}\]
Answer» B. \[{{P}_{A}}>{{P}_{B}}\text{ and }{{T}_{A}}<{{T}_{B}}\]