ii. The lattice energy for BaF,, Bal, and BaO are 2341 kJ/mol, 1831 kJ/mol and 3029 kJ/mol respectively. Explain the variation in lattice energies observed. 3. Using the Born-Haber cycle, calculate the lattice energy (U) of MgBr,, given that Sum of first & second ionization enthalpies (IE1+2)= 148 kJ/mol Sublimation energy (S) of Mg =+2187 kJ/mol Vaporization energy (V) of Br,() =+31KJ/mol Dissociation energy (D) of Br,(g) =+193KJ/mol Electron Affinity (EA) of Br(g) = -331 kJ/mol 29 4. Using the following to calculate the lattice energy of NaCl: Na(s) →Na(g) AHo = 109 kJ %3| C12 (g) → 2C1(g) AHo = 243 kJ Na(g) →Na+ (g) + e- AHo = 496 kJ

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ii. The lattice energy for BaF,, Bal, and BaO are 2341 kJ/mol, 1831 kJ/mol and 3029 kJ/mol
respectively. Explain the variation in lattice energies observed.
3. Using the Born-Haber cycle, calculate the lattice energy (U) of MgBr,, given that
Sum of first & second ionization enthalpies (IE1+2)= 148 kJ/mol
Sublimation energy (S) of Mg =+2187 kJ/mol
Vaporization energy (V) of Br,() =+31KJ/mol
Dissociation energy (D) of Br,(g) =+193KJ/mol
Electron Affinity (EA) of Br(g) = -331 kJ/mol
29
4. Using the following to calculate the lattice energy of NaCl:
Na(s) →Na(g)
AHo = 109 kJ
%3|
C12 (g) → 2C1(g)
AHo = 243 kJ
Na(g) →Na+ (g) + e-
AHo = 496 kJ
Transcribed Image Text:ii. The lattice energy for BaF,, Bal, and BaO are 2341 kJ/mol, 1831 kJ/mol and 3029 kJ/mol respectively. Explain the variation in lattice energies observed. 3. Using the Born-Haber cycle, calculate the lattice energy (U) of MgBr,, given that Sum of first & second ionization enthalpies (IE1+2)= 148 kJ/mol Sublimation energy (S) of Mg =+2187 kJ/mol Vaporization energy (V) of Br,() =+31KJ/mol Dissociation energy (D) of Br,(g) =+193KJ/mol Electron Affinity (EA) of Br(g) = -331 kJ/mol 29 4. Using the following to calculate the lattice energy of NaCl: Na(s) →Na(g) AHo = 109 kJ %3| C12 (g) → 2C1(g) AHo = 243 kJ Na(g) →Na+ (g) + e- AHo = 496 kJ
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