Enthalpy of a Reaction NH4Cl [SOLVED]

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The discussion focuses on calculating the enthalpy change for the reaction NH4Cl (s) converting to NH3 (g) and HCl (g) through four steps. Participants clarify the importance of correctly assigning signs to the enthalpy values when applying Hess's law, which states that the total enthalpy change is the sum of the enthalpy changes for each step. The user expresses confusion about whether to add the enthalpy values from the first step and how to handle the signs for subsequent steps. A correct approach involves rearranging the equations to ensure proper cancellation and adjusting the signs accordingly. Ultimately, understanding the sign convention is crucial for accurately determining the overall enthalpy change for the reaction.
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[SOLVED] Enthalpy of a Reaction

Homework Statement


Homework Equations



So we are studying the reaction NH4Cl (s) ---> NH3 (g) + HCl (g) and we have it in 4 steps:

1) NH3 (aq) + HCl (aq) ---> NH4Cl (aq) + H2O (l)

enthalpy of reaction per mole NH3: 1569.54 J/mol
enthalpy of reaction per mole HCl: 3358.73 J/mol

2) NH4Cl (s)+ H2O (l)---> NH4Cl (aq) + H2O (l)
enthalpy of reaction per mole NH4Cl: -16129.01 J/mol

3) NH3 (g) ---> NH3 (aq)
delta H=-34640 J/mol

4) HCl (g) ---> HCl (aq)
delta H= -75140 J/mol




The Attempt at a Solution



I understand that you need to add up the enthalpies, but the sign part confuses me. I am not sure how to pick a sign at each step. Also, for the first step, do I add those two values together to get an overall value for that equation? That's what I though, but I'm not sure.

My idea was add the two from 1) and make it negative, add to it 2) (no sign change), and add to it 3) and 4), both made negative. This results in 88722.75 J/mol, but I'm not sure if I picked the signs correctly.

Thank you.
 
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What you want to do is rearrange the equations so that things cancel out and you're left with the overall equation. When flipping a particular equation, you have to flip the sign of the change in enthalpy with that equation and then add all the resulting enthalpies.
 
Hess's law of constant heat summation.
 
Thank you for stating the obvious...
 
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