If AB is an isothermal, BC is an isochoric and AC is an adiabatic, which of the graphs correctly represents given in figure?

Question

If AB is an isothermal, BC is an isochoric and AC is an adiabatic, which of the graphs correctly represents given in figure? (A) Option 1

(B)

(C)

(D)

Tardigrade Admin · Accepted Answer

As slope of adiabatic AC is more than the slope of isothermal AB , and textBC is isochoric ( ie at constant volume), therefore, figure (b) represents the curves correctly

Q. If $A B$ is an isothermal, $BC$ is an isochoric and $A C$ is an adiabatic, which of the graphs correctly represents given in figure?

As slope of adiabatic $A C$ is more than the slope of isothermal $A B$ , and $BC$ is isochoric ( $i e$ at constant volume), therefore, figure (b) represents the curves correctly

Q. If AB is an isothermal, BC is an isochoric and AC is an adiabatic, which of the graphs correctly represents given in figure?

As slope of adiabatic AC is more than the slope of isothermal AB , and BC is isochoric ( ie at constant volume), therefore, figure (b) represents the curves correctly

Q. If $A B$ is an isothermal, $BC$ is an isochoric and $A C$ is an adiabatic, which of the graphs correctly represents given in figure?

As slope of adiabatic $A C$ is more than the slope of isothermal $A B$ , and $BC$ is isochoric ( $i e$ at constant volume), therefore, figure (b) represents the curves correctly