The molar entropies of HI(g), H(g) and I(g) at 298 K are 206.5, 114.6, and 180.7 J `mol^(-1)K^(-1)` respectively. Using the `DeltaG^(@)` given below, calculate the bond energy of HI. `HI(g)rarrH(g)+I(g)," "DeltaG^(@)=271.8 kJ`
The entropies of H_(2) (g) and H (g) are 130.6 and 114.6 J mol^(-1)K^(-1) respectively at 298 K. Using the data given below calculate the bond energy of H_(2) (in kJ/mol) : H_(2)(g)rarr2H(g),DeltaG^(@)=406.6kJ
The entropies of H_(2)(g) and H(g) are 60 " and " 50 J"mole"^(-1)K^(-1) respectively at 300 K. Using the data given below calcualate the bond enthalpy of H_(2)(g) in Kcal "mole"^(-1) . " "H_(2)(g) rarr 2H(g)," "DeltaG^(@)=21.6 KJ "mole"^(-1)
The entropies of H_(2)(g) and H(g) are 130.6 and 114.6J mol^(-1) K^(-1) respectively at 298 K. Using the data given below calculate DeltaH^(@) ( in kJ/ mol) of the reaction given below. H_(2)(g) to 2H(g) , DeltaG^(@) = 406.62 kJ//mol
The standared enthalpies of formation at 298K for C C1(g), H_(2)O(g), CO_(2)(g) and HC1(g) are -106.7, -241.8, -393.7 , and -92.5kJ mol^(-1) , respectively. Calculate DeltaH^(Theta)underset(298K) for the reaction C C1_(4)(g) +2H_(2)O(g) rarr CO_(2)(g) +4HCI_(g)
For a reaction 2HI hArr H_(2)+I_(2) , at equilibrium 7.8 g, 203.2 g , and 1638.4 g of H_(2), I_(2) , and HI, respectively were found. Calculate K_(c) .
In the reversible reaction, 2HI(g) hArr H_(2)(g)+I_(2)(g), K_(p) is
Calculate free energy change for the reaction: H_(2)(g) + CI_(2)(g) rarr 2H-CI(g) by using the bond enegry and entropy data. Bond energies of H-H, CI-CI , and H-CI bonds are 435, 240 , and 430 kJ mol^(-1) , respectively. Standard entropies of H_(2),CI_(2) , and HCI are 130.59, 222.95 , and 186.68 J K^(-1) mol^(-1) , respectively.
If DeltaG^(@)[HI(g)=-1.7kJ] , the equilibrium constant for the reaction 2HI(g)hArr H_(2)(g)+I_(2)(g) at 25^(@)C is
NARENDRA AWASTHI-THERMODYNAMICS-Level 1 (Q.91 To Q.120)