JEE Main levelSingle correct optionDifficulty 2 of 3td129
Using ΔfH∘(CX2HX4(g))=+52.3, ΔfH∘(COX2(g))=−393.5 and ΔfH∘(HX2O(l))=−285.8kJmol−1, find ΔH∘ for CX2HX4(g)+3OX2(g)2COX2(g)+2HX2O(l).
A−731.6kJ
B−1306.3kJ
C−1322.9kJ
D−1410.9kJ
Answer: D
ΔH∘=∑νΔfH∘(products)−∑νΔfH∘(reactants)=2(−393.5)+2(−285.8)−(+52.3)=−1410.9kJ. Ignoring the coefficients gives −731.6, adding the CX2HX4 term gives −1306.3, and using HX2O(g) gives −1322.9.