The detonation of TNT (C-H;N;O6) is a unimolecular decomposition reaction, represented by the balanced chemical equation, below. The energy released is 14.5x10° kJ/kg of TNT. How many kJ of energy is released if 325 g of carbon dioxide gas are formed, according to this decomposition reaction? 20. 2cN:O26) 3Nzg) + 5H2g) + 12CO29) + 2C(s)

Chemistry: Principles and Practice
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Chapter5: Thermochemistry
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The detonation of TNT (C;H5N3O6) is a unimolecular decomposition reaction, represented by the
balanced chemical equation, below. The energy released is 14.5x10° kJ/kg of TNT. How many kJ of
energy is released if 325 g of carbon dioxide gas are formed, according to this decomposition reaction?
20.
2CN3O21)
3N2g) + 5H2g) + 12CO2g) + 2C{s)
Transcribed Image Text:The detonation of TNT (C;H5N3O6) is a unimolecular decomposition reaction, represented by the balanced chemical equation, below. The energy released is 14.5x10° kJ/kg of TNT. How many kJ of energy is released if 325 g of carbon dioxide gas are formed, according to this decomposition reaction? 20. 2CN3O21) 3N2g) + 5H2g) + 12CO2g) + 2C{s)
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