CO CO2 N2O evam N2O4 ki virchan enthalpy kramsah -110.-393.81.or 9.7 kj/mol hai abhikriya N2O4+3CO2 ke liye ∆rH ka maan gyat kijiye

Chemistry

ScanSolve AI Answer

Step-by-step solution

3 steps

The problem asks to calculate the enthalpy change (ΔrH\Delta_r H) for the reaction \ceN2O4+3CO−>N2O+3CO2\ce{N2O4 + 3CO -> N2O + 3CO2}.
To calculate ΔrH\Delta_r H, we need the standard enthalpy of formation (ΔfH∘\Delta_f H^\circ) for each reactant and product. The formula is:

ΔrH∘=∑npΔfH∘(products)−∑nrΔfH∘(reactants)\Delta_r H^\circ = \sum n_p \Delta_f H^\circ (\text{products}) - \sum n_r \Delta_f H^\circ (\text{reactants})

The compounds involved in the reaction are \ceN2O4\ce{N2O4}, \ceCO\ce{CO}, \ceN2O\ce{N2O}, and \ceCO2\ce{CO2}.
The problem states that the formation enthalpies for \ceCO\ce{CO}, \ceCO2\ce{CO2}, \ceN2O\ce{N2O}, and \ceN2O4\ce{N2O4} are respectively −110-110,
−393.81-393.81, and 9.7 kJ/mol9.7\ \text{kJ/mol}.

  1. Identify given enthalpy of formation values

    The given standard enthalpies of formation (ΔfH∘\Delta_f H^\circ) are:
    ΔfH∘(\ceCO)=−110 kJ/mol\Delta_f H^\circ (\ce{CO}) = -110\ \text{kJ/mol}
    ΔfH∘(\ceCO2)=−393.81 kJ/mol\Delta_f H^\circ (\ce{CO2}) = -393.81\ \text{kJ/mol}
    ΔfH∘(\ceN2O)=9.7 kJ/mol\Delta_f H^\circ (\ce{N2O}) = 9.7\ \text{kJ/mol}

  2. Identify missing enthalpy of formation value

    The problem statement lists four compounds (\ceCO\ce{CO}, \ceCO2\ce{CO2}, \ceN2O\ce{N2O}, and \ceN2O4\ce{N2O4}) but provides only three enthalpy of formation values. Based on the order given, the standard enthalpy of formation for \ceN2O4\ce{N2O4} is missing.

  3. Conclusion

    Since the standard enthalpy of formation for \ceN2O4\ce{N2O4} is not provided, the enthalpy change (ΔrH\Delta_r H) for the reaction \ceN2O4+3CO−>N2O+3CO2\ce{N2O4 + 3CO -> N2O + 3CO2} cannot be calculated.

Was this helpful?

Still stuck on this one?

Ask a follow-up, and the answer starts from this question.

Got a different question?Ask your own question