P (atm)3.00A heat engine contains an ideal monatomic gas confined to a cylinderby a movable piston. The gas starts at A with T = 350 K.2.001. Find the number of moles of the gas.2. Find the temperature at B.1.003. Find AU, Q, and W for each of the following:a) The isovolumetric process A → Bb) The isothermal process B → Cc) The isobaric process C → A4. Show that the net change in internal energy for the cycle is 0.Find the energy input Q₁, the energy rejected Qc, and the efficiencyfor the engine.5.ProcessAU6.Find the net work done by the system.IsobaricAdiabaticnC, ATnC ATnC, ATIsovolumetricIsothermal0nC, ATGeneralBсV(L)5.00 10.0 15.0R = 8.31 J/mol KR = 0.0821 L.atm/mol KQWnCp AT-PAV0AUAU0- W- nRT InAU - W(1)(PV Area)

This is a system of monoatomic ideal gas : degree of freedom, f=3n-kf=3×1-0=3Cv=fR2=3R2PA=1 atm,…

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