Need help determining the molar enthelpy of Magnesium with HCl

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The discussion focuses on calculating the molar enthalpy of combustion (ΔH(c)) for magnesium reacting with hydrochloric acid (HCl). The user provides experimental data, including the mass of magnesium, volume and concentration of HCl, and temperature changes during the reactions. Initial calculations yield a ΔH(c) of approximately 13.6 kJ/mol, but after applying Hess's Law and refining the approach, the user arrives at a final value of -563.7 kJ/mol. Understanding Hess's Law is emphasized as crucial for solving this problem accurately. The thread highlights the importance of proper calculations and the application of thermodynamic principles in determining enthalpy changes.
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Picture to show more clearly: http://i.imgur.com/JmARtQM.png

1. Homework Statement

What is the molar enthalpy of combustion ΔH(c) of magnesium?

Mg(s) + 2HC(aq) → H2(g) + MgCl2(aq)

MgO(s) + 2HCl(aq) → H2O(l) + MgCl2(aq)

m(Mg) = 0.5 g
m(MgO) = 1.0 g
V(HCl) = 100.0 mL
C(HCl) = 1.0 mol/L
T(HCl) = 19° C
T(rxn1) = 38° C
T(rxn2) = 25° C

rxn1 relates to Mg(s) + 2HCl(aq)

rxn2 relates to MgO(s) + 2HCl(aq)2. Homework Equations

n(Mg) = m/M
q = mcΔT
ΔH(C) = -q/n

3. The Attempt at a Solution

n(Mg) = m/M
n(Mg) = (0.5 g)/(24.31 g/mol)
n(Mg) = 0.02056766762649115590292060880296 mol
n(Mg) = 0.021 mol

q = mcΔT
q = (3.6 g)(4.18 J/g °C)(38° C – 19° C)
q = 285.912 J
q = 285.9 J

ΔHC = -q/n
ΔHC = -285.9 J/0.021 mol
ΔHC = 13614.285714285714285714285714286
ΔHC = 13.6 kJ/mol

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If anyone can help me with this it would be greatly appreciated!
 
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Wouldn't hurt if you will explain what you are doing and what the data is about.

Do you know the Hess law?
 
My class touched on Hess's Law for a bit but not enough to make much of an impact on me. I would edited the post above, but it shows no edit button to use. Basically, I am finding the moles of magnesium for molar enthalpy and the heat quality of the HCl for the other part of molar enthalpy and plug values into the molar enthalpy equation.

Forgot to mention, the data above is experimental
 
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This is a Hess law problem, so you can't solve it without understanding the Hess law.
 
all right, I think I've got it after checking with Hess's Law and doing a full solution.

this is what I have come up with: http://imgur.com/a/Cs95f (sorry, I am lazy)

overall, I got a value of -563.7 kJ/mol.
 
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