Use the data given below to construct a Born-Haber cycle to determine the lattice energy of CaO.                                                                    △ H°(kJ)             Ca(s)  →  Ca(g)                                      193             Ca(g) →  Ca+1(g) + e⁻                            590             Ca+1(g)  →  Ca+2(g) + e⁻                      1010             2 O(g)  →  O2(g)                                    -498

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Use the data given below to construct a Born-Haber cycle to determine the lattice energy of CaO.

                                                                   △ H°(kJ)

            Ca(s)  →  Ca(g)                                      193

            Ca(g) →  Ca+1(g) + e⁻                            590

            Ca+1(g)  →  Ca+2(g) + e⁻                      1010

            2 O(g)  →  O2(g)                                    -498

            O(g) + e⁻  →  O-1(g)                               -141

            O-1(g) + e⁻  →  O-2(g)                             878

            Ca(s) + (1/2) O2(g)  →  CaO(s)              -635

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