According to the given equation, ΔH0=+42.7kJ\Delta{H^0}=+42.7 kJΔH0=+42.7kJ for 3 moles of N2 that is produced. The mass of 3 moles of N2 equals 28.01g/mol×3mol=84.03g.28.01g/mol\times 3mol=84.03g.28.01g/mol×3mol=84.03g.
Therefore, for 1.50 kg (or 1500 g) of N2:
ΔH0=42.7kJ×1500g84.03g=+762kJ\Delta{H^0}=\frac{42.7kJ\times1500g}{84.03g}=+762kJΔH0=84.03g42.7kJ×1500g=+762kJ
Answer: +762 kJ
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