Isobaric expansion from `A rarr B`, isochoric pressure drop from `B rarr C`, isothermal compression `C rarr A`.

Isothermal expansion from A rarr B , isochoric pressure increase from B rarr C , isobaric compression from C rarr D , isochoric pressure drop from D rarr A .

Isothermal expansion from state A to B , isochoric pressure increment from B to C , isothermal contraction from C to D , isobaric contraction from D rarr A .

The process which occurs in going from B rarr C is

On mole of a monoatomic ideal gas is taken through the cycle shown in figure . A rarr B : Adiabatic expansion " " BrarrC : Cooling at constant volume CrarrD : Adiabatic compression " " D rarr A : Heating at constant volume The pressure and temperature at A , B , etc, are denoted by P_(A) , T_(A) , P_(B) , T_(B) etc., respectively . Given that T_(A) = 1000K, P_(B) = ((2)/(3))P_(A)"and"P_(C) = ((1)/(3))P_(A) . Calculate the following quantities: (i) The work done by the gas in the processs A rarr B (ii) The heat lost by the gas in the process B rarr C (iii) The temperature T_(D). ("Given" : ((2)/(3))^(2//5) = 0.85 )

A fixed mass of gas is taken through a process A rarr B rarr C rarrA . Here A rarr B is isobaric, B rarr C is adiabatic and C rarr A is isothermal. Find pressure at C .

For a gaseous reaction aA(g)+bB(g)hArrcC(g)+dD(g) equilibrium constants K_(c),K_(p) and K_(x) are K_(c)=([C]^(c)[D]^(d))/([A]^(a)[B]^(b)),K_(p)=(Pc^(c).P_(D)^(d))/P_(A)^(a)//P_(b)^(b) and Kx=(x_(C)^(c).x_(D)^(d))/(x_(A)^(a).x_(B)^(b) where [A] rarr molar concentration of A,p_(A) rarr partial pressure of A and P rarr total pressure, x_(A) rarr mole fraction of A Select the write option

A fixed mass of gas is taken through a process A rarr B rarr C rarrA . Here A rarr B is isobaric, B rarr C is adiabatic and C rarr A is isothermal. Find volume at C .

A fixed mass of gas is taken through a process A rarr B rarr C rarrA . Here A rarr B is isobaric, B rarr C is adiabatic and C rarr A is isothermal. Find work done is the process ( take gamma=1.5) .

XeF_2 + HCl rarr A+B+C

A following mechanism has been proposed for a reaction 2A +B rarr D rarr E A+ B rarrC+D (slow) A+C rarr E (fast) The rate law expression for the reaction by RDS methd is: