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Using average bond energy values estimate ?H for the following gas phase reaction.


2CH2=CHCH3 + 2NH3 + 3O2 ? 2CH2=CHCN + 6H2O





ANOTHER QUESTION:



Calculate the energy change in kJ for the formation of 0.25 mol of NaI(s)
given the following information: I2(s) ? I2(g) : 62.44 KJ/mol


Na(s) ? Na(g) : 107.32 KJ/mol


I2(g) ? 2I(g) : 276.10 KJ/mol


Na+(g) + e- ? Na(g) : -496 KJ/mol



Electron affinity for I(g) : -295.16 KJ/mol

Lattice energy for NaI = -702 KJ/mol


Enter a numerical answer only, do not enter units.

im jsut stuck on these two. please explain how u got the answer. thanx! it'll be great help!

2006-10-16 09:26:49 · 2 answers · asked by BUM 1 in Education & Reference Homework Help

2 answers

OK, the key here is to note what types of bonds you have on each side of the equation, and the amount of energy in those bonds.

Reactants:
12 C-H bonds (6 * 2) - 413 kJ/mol * 12 = 4956
2 C=C bonds (1 * 2) - 614 = 1228
2 C-C bonds (1 * 2) - 348 * 2 = 696
6 N-H bonds (3 * 2) - 391 * 6 = 2346
3 O-O bonds (1 * 3) - 145 * 3 = 435
Total bond energy: 9661 kJ/mol

Products:
2 C=C bonds (1 * 2) - 614 = 1228
2 C-C bonds (1 * 2) - 348 * 2 = 696
2 C---N bond (1 * 2) (triple bond) - 890 * 2 = 1780
6 C-H bonds (3 * 2) - 413 kJ/mol * 6 = 2478
12 O-H bonds (6 * 2) - 366 * 12 = 4392
Total: 10574 kJ/mol

Thus, the ΔH is 9661 kJ/mol - 10574 kJ/mol = -913 kJ/mol

Note: The CN bond in the product must be a triple bond - because nitrogen has a valence of 3, and isn't bonded to anything but the Carbon.

The quick alternative, is to only write down the bonds that change during the reaction:

Reactants:
6 C-H bonds (6 * 2) - 413 kJ/mol * 6 = 2478
6 N-H bonds (3 * 2) - 391 * 6 = 2346
3 O-O bonds (1 * 3) - 145 * 3 = 435
Total bond energy: 5259

Products:
2 C---N bond (1 * 2) (triple bond) - 890 * 2 = 1780
12 O-H bonds (6 * 2) - 366 * 12 = 4392
Total: 6172

5259 - 6172 = -913 kJ/mol

Not sure about #2.

2006-10-19 02:02:59 · answer #1 · answered by ³√carthagebrujah 6 · 0 0

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2016-12-04 21:48:28 · answer #2 · answered by cipolone 3 · 0 0

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