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help with this please
Ca(OH)2(aq) + 2 HCl(aq) +CaCl2(8) + 2 H2O(1) Using the standard thermodynamic data in the tables linked above, calculate the
N2(g) + O2(g) +2NO(g) Using the standard thermodynamic data in the tables linked above, calculate the equilibrium constant fo
2CO(g) + O2(g) +2002(9) - der e en manos de 20, ali ne more than one so mi dicogna undan Using standard thermodynamic data at


Calcium AHºf (kJ/mol) AG°f (kJ/mol) Sº (J/mol K) 41.4 178.2 144.3 158.9 Ca (s) Ca (g) Ca2+ (g) CaC2 (s) CaCO3 (s, calcite) 19
Carbon AHºf (kJ/mol) AG°f (kJ/mol) Sº (J/mol K) 0 1.9 2.9 2.4 5.7 C(s, graphite) C(s, diamond) C(g) CC14 (1) 716.7 671.3 158.
Chlorine AHºf (kJ/mol) AG°f (kJ/mol) Sº (J/mol K) 121.7 105.7 165.2 Cl(g) Cl2 (g) 223.1 Cl2 (aq) -23.0 7.0 121.0 Cl(aq) -167.
Hydrogen AHºf (kJ/mol) AG°f (kJ/mol) sº (J/mol K) - 130.7 203.2 114.7 H2 (g) H() H+ (g) H+ (aq) / 218.0 1536.2 o / OH(aq) -23
Oxygen AHºf (kJ/mol) AGºr (kJ/mol) sº (J/mol K) 205.1 02 (8) 0 (8) 03 (8) 249.2 231.7 161.1 142.7 163.2 238.9
Nitrogen AH°(kJ/mol) AG°f(kJ/mol) Sº (J/mol K) 0 191.6 N2 (g) N(g) 472.7 455.6 153.3 NH3 (8) -46.1 -16.5 192.5 NH3 (aq) -80.0
0 0
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Answer #1

   Ca(OH)2(aq) + 2HCl(aq) -----> CaCl2(S) + 2H2O(l)

dG0rxn = (DG0f,CaCl2(S) + 2*DG0f,H2O(l))-(1*Dg0f,Ca(OH)2(aq) + 2*Dg0f,HCl(aq))

       = (-748.1 + 2*(-237.1))-(-868.1+2*(-131.2))

       = -91.8 kj

DG0rxn = - RTlnK

-91.8*10^3 = -8.314*298lnK

K = 1.235*10^16

N2(g) + O2(g) ----> 2NO2(g)

DG0rxn =(2*DG0f,NO2(g)) - (1*DG0f,N2(g) + 1*DG0f,O2(g))

       = (2*51.3)-(1*0+1*0)

       = 102.6 kj

DG0rxn = - RTlnK

102.6*10^3 = -8.314*298lnK

K = 1.035*10^-18


2CO(g) + O2(g) ----> 2CO2(g)

DG0rxn =(2*DG0f,CO2(g)) - (1*DG0f,O2(g) + 2*DG0f,CO(g))

       = (2*-386)-(1*0+2*-137.2)

       = -497.6 Kj

per 1.54 mole CO(g)

DG0rxn = -497.6*1.54/2 = -383.15 kj

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