.
    
    Q1. For the reversible reaction,
      N2(g)+3H2(g)⇌2NH3(g) at 500℃, the value of Kp  is 1.44×10(-5). When partial pressure is measured in atmospheres.
The corresponding value of Kc with concentration in mol L(-1) is
    
    
    
    The corresponding value of Kc with concentration in mol L(-1) is
    Solution
(d) For the reversible reaction, N2 (g)+3H2(g)⇌2NH3(g) ∆ng=2-(1+3) =2-4=-2 R=0.0821 L atm K(-1) mol(-1) T=500+273=773 K Kp=Kc(RT)(∆ng) Kp=Kc×(RT)(-2) or Kc=Kp/(RT)(-2) =(1.44×10(-5))/(0.082×773)(-2) or (1.44×10(-5))⁄(0.082×773)(-2)
    
    (d) For the reversible reaction, N2 (g)+3H2(g)⇌2NH3(g) ∆ng=2-(1+3) =2-4=-2 R=0.0821 L atm K(-1) mol(-1) T=500+273=773 K Kp=Kc(RT)(∆ng) Kp=Kc×(RT)(-2) or Kc=Kp/(RT)(-2) =(1.44×10(-5))/(0.082×773)(-2) or (1.44×10(-5))⁄(0.082×773)(-2)
    Q2.Le-Chatelier principle is applicable only to a
    
    
    
    Solution
(a)
    (a)
    Q3.  The expression for the solubility product of Ag2CO3 will be
    
    
    Solution
(b) Ag2CO3(s)⇌2Ag++CO3^(2-) s 2s s Ksp=[Ag+ ]2 [CO3(2-)]=(2s)2.s ∴ Ksp=4s3
    (b) Ag2CO3(s)⇌2Ag++CO3^(2-) s 2s s Ksp=[Ag+ ]2 [CO3(2-)]=(2s)2.s ∴ Ksp=4s3
Q4. The combination of H+ and OH- to produce H2O is called:
    Solution
(b) H++OH-⟶H2O;∆H=13.7 kcal is neutralization process.
    
    (b) H++OH-⟶H2O;∆H=13.7 kcal is neutralization process.
    Q5.The pKa of  HCN is 9.30. The pH of a solution prepared by mixing 2.5 moles of KCN and 2.5 moles of KCN and 2.5 moles of HCN in water and making up the total volume of 500 mL, is
    
    
    Solution
a) pH=pKa+log([KCN]/[HCN]) =9.3+log(2.5/2.5)=9.30
    
    a) pH=pKa+log([KCN]/[HCN]) =9.3+log(2.5/2.5)=9.30
    Q6.If in the reaction N2O4⇌2NO2,α is degree of dissociation of N2O4, then the number of molecules at equilibrium will be: 
    
    
    Solution
d) N2O4⇌2NO2 1 0 (1-α) 2α ∴ Total mole at equilibrium =1-α+2α=1+ α
    
    d) N2O4⇌2NO2 1 0 (1-α) 2α ∴ Total mole at equilibrium =1-α+2α=1+ α
    Q7.A gaseous phase reaction is allowed to attain equilibrium as
A(g)⇌B(g)+C (g)
at constant pressure P. The partial pressure of A at equilibrium is P/2. The value of equilibrium constant KP is∶
    
    
    Solution
d) A ⇌ B+C PA'=(a-x)P/((a+x))=P/2 ∴ x=a/3 ∴ Kp=(x.x)/(a-x) x [p/(a+x)]1 =(a/3 ×a /3 × P)/(a2-a2/9) = P/8
    
    d) A ⇌ B+C PA'=(a-x)P/((a+x))=P/2 ∴ x=a/3 ∴ Kp=(x.x)/(a-x) x [p/(a+x)]1 =(a/3 ×a /3 × P)/(a2-a2/9) = P/8
    Q8.5 moles of SO2 and 5 moles of O2 are allowed to react. At equilibrium, it was found that 60% of SO2 is used up. If the partial
pressure of the equilibrium mixture is one atmosphere, the partial pressure of O2 is
    
    pressure of the equilibrium mixture is one atmosphere, the partial pressure of O2 is
    Solution
d) 2SO2 (g) + O2(g) ⇌ 2SO3 (g) Initial 5 5 0 At equilibrium (5-3) (5-1.5) 3 =2 =3.5 ∴pO2=(3.5×1)/8.5=0.41atm
    
    d) 2SO2 (g) + O2(g) ⇌ 2SO3 (g) Initial 5 5 0 At equilibrium (5-3) (5-1.5) 3 =2 =3.5 ∴pO2=(3.5×1)/8.5=0.41atm
    Q9.The value of Kp for the following reaction 2H2S(g)⇌2H2(g)+S2(g),is 1.2×10(-2) at 106.5℃. The value of Kc for this reaction is
    
    
    Solution
(b) Kp=Kc(RT)(∆ng ) Here, ∆ng=1 Thus, Kc will be less than Kp
    
    (b) Kp=Kc(RT)(∆ng ) Here, ∆ng=1 Thus, Kc will be less than Kp
    Q10. If NaOH is added to a solution of acetic acid:
    
    
    
    
    
    Solution
c) Dissociation of acetic acid increases as, CH3COOH+NaOH⟶CH3COONa+H2O Concentration of mixture
    c) Dissociation of acetic acid increases as, CH3COOH+NaOH⟶CH3COONa+H2O Concentration of mixture


