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Idea OF Entropy || Second Statement OF S...

Idea OF Entropy || Second Statement OF SLOT || Calculation OF ΔS System ΔS Surroundings and ΔS Universe for Different -2 Process || Case I :-Change OF State OF IG (ideal Gas)

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First Law OF Thermodynamics || Calculation OF ΔH ΔU q and w for Different -2 Process || Case 1 Change OF State - (a) ideal Gas (i) Isothermal Process || Reversible and irreversible || Solved Numerical Class illustration

ΔS System and ΔS Surroundings and ΔS Universe for isothermal (RP/IP/free Expansion) || Adiabatic (RP/IP/FE) || Isochoric (RP/IP) || Isobaric (RP/IP)

The straight lines in the figure depict the variations in temperature DeltaT as a function of the amount of heat supplied Q is different process involving the change of state of a monoatomic and a diatomic ideal gas . The initial states, ( P,V,T ) of the two gases are the same . Match the processes as described, with the straight lines in the graph as numbered. {:(,"Column-I",,"Column-II"),((A),"Isobaric process of monoatomic gas." ,(p),"1" ),((B),"Isobaric process of diatomic gas" ,(q),"2" ),((C),"Isochoric process of monoatomic gas" ,(r),"Minimum at section B"), ((D),"Isochoric process of diatomic gas" ,(s),"x-axis (i.e.'Q' axis)"):}

Gibb’s Energy || Criteria OF Spontaneity on the Basis OF Gibb’s Energy || Spontaneity OF Process and Sign OF ΔH and ΔS || Equilibrium Temperature || Calculation OF ΔG - Case I for Phase Change and Chemical Reaction

Enthalpy|| Calculation OF deltaH||deltaE||W||q for different Processes||Case OF Ideal gas undergoing change OF state||Isothermal Process||Reversible and Irreversible Process|| Class Illustrations with Short Tricks

Calculation OF ΔS for RG (Real Gas) || Heating/Cooling OF Solid/Liquid || Phase Change (ΔS Fusion || ΔS Vaporization || ΔS Sublimation || Mixing OF IG (Ideal Gas)

Select the correct set of "statement"//s : (P) Work done by the surroundings in case of infinite stage expansion is more than single stage expansion. (Q) Irreversible work is always greater than reversible work. (R ) In an ideal gas in case of single stage expansion and compression, system as well as surroundings are restored back to their orginal states. (S) If gas in thermodynamics is equilibrium is taken from state A to state B, by four successive single stage expansion. Then we can plot four points on the P-V indicator diagram.

Which of the following statement is incorrect when a system consisting of ideal gas undergoes change of state?