The variation of internal energy U and density d of one mole of an ideal monatomic gas is shown inn cyclic process ABCA. The curve from A to B is a rectangular hyperbola. Select correct alternatives.

Figure shows the variations of the internal energy U With density rho one mole an ideal monatomic gas for thermodynamic cycle ABCA . Here process AB is a part of rectangular hyperbola,-

Figure shows the variations of the internal energy U With density rho one mole an ideal monatomic gas for thermodynamic cycle ABCA . Here process AB is a part of rectangular hyperbola,-

Figure shows the variations of the internal energy U With density rho one mole an ideal monatomic gas for thermodynamic cycle ABCA . Here process AB is a part of rectangular hyperbola,-

One mole of an ideal monoatomatic gas is taken round the cylic process ABCA as shown Then

One mole of an ideal monoatomatic gas is taken round the cylic process ABCA as shown Then

One mole of an ideal mono-atomic gas is taken round cyclic process ABCD as shown in figure below. Calculate

A cyclic process on an ideal monatomic gas is shown in figure . The correct statement is

Figure shows the variation of the internal energy U with the density rho of an ideal monoatomic gas for a therodynamic process AB. Process AB is a part of arectangular hyperbola. Find the work done (in joule) by gas in process AB.

Figure shows the variation of the internal energy U with the density rho of an ideal monoatomic gas for a therodynamic process AB. Process AB is a part of arectangular hyperbola. Find the work done (in joule) by gas in process AB.