Use the Born-Haber cycle to calculate the lattice energy of MgO (s)given the following data: $\Delta$H(sublimation)Mg = 130 kJ/mol I₁ (Mg)= 738.1 kJ/mol I₂ (Mg)= 1450 kJ/mol Bond energy (O=O)= 498.7 kJ/mol EA (O)= 141 kJ/mol EA (O^-)= -780 kJ/mol $\Delta$H (MgO(s))= -601.8 kJ/mol A)2200 kJ/mol B)2800 kJ/mol C)3200 kJ/mol D)3800 kJ/mol E)4100 kJ/mol

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The Answer of Use the Born-Haber cycle to calculate the lattice energy of MgO (s)given the following data: $\Delta$H(sublimation)Mg = 130 kJ/mol I₁ (Mg)= 738.1 kJ/mol I₂ (Mg)= 1450 kJ/mol Bond energy (O=O)= 498.7 kJ/mol EA (O)= 141 kJ/mol EA (O^-)= -780 kJ/mol $\Delta$H (MgO(s))= -601.8 kJ/mol A)2200 kJ/mol B)2800 kJ/mol C)3200 kJ/mol D)3800 kJ/mol E)4100 kJ/mol

Use the Born-Haber Cycle to Calculate the Lattice Energy of MgO