1. Use the average bond enthalpies from the table to calculate the overall ΔH for this reaction. Hint: Don't forget the C-C bond in CH3CH3.
2 CH3CH3 + 7 O2 → 4 CO2 + 6 H2O
Selected Average Bond Energies | |||
Bond | Avg. Bond Energy (kJ/mol) |
Bond | Avg. Bond Energy (kJ/mol) |
C-H | 415 | H-H | 436 |
C-C | 350 | H-O | 464 |
C=C | 611 | H-N | 389 |
C-O | 360 | N-O | 222 |
C=O | 736 | N2 | 946 |
C=O in CO2 | 804 | Cl2 | 243 |
C-N | 305 | Br2 | 193 |
H-Cl | 431 | O2 | 498 |
H-Br | 366 | C-Br | 276 |
N-O | 201 | NO triple |
631 |
2. Given the following known reactions:
R + N → 2 P = - 38.6 kJ/mol reaction
R → 1/2 P + M = - 20.2 kJ/mol reaction
Give the value of ΔH for the unknown reaction:
2M + 2 N → 3 P = ?
Solution:
1) For the given reaction,
2CH3CH3 + 7O2 = 4CO2 + 6H2O
ΔH = Bond enthalpies of reactants - Bond enthalpies of products
= (2 x C-C + 6 x C-H + 7 O=O) - ( 8 x C=O + 12 x O-H)
= 2 mol x 350 kJ /mol + 6 mol x 415 kJ/mol + 7 mol x 498 kJ/mol ) - ( 8 mol x 736 kJ/mol + 12 mol x 464 kJ/mol)
= 700 kJ + 2490 kJ + 3486 kJ - 5888 kJ - 5568 kJ
= -4780 kJ
2) The given reactions are:
R + N = 2P , ΔH = -38.6 kJ/mol ----(1)
R = 1/2 P + M , ΔH = -20.2 kJ/mol ----(2)
Multiply equation 1 and 2 by 2 and inverting equation 2 we get,
2R + 2N = 4P , ΔH = - 77.2 kJ/mol ---(3)
P + 2M = 2R , ΔH = + 40.4 kJ/mol ----(4)
On adding equation 3 and 4, we get desired equation as,
2N + 2M = 3P ,
ΔH = - 77.2 + 40.4 = - 36.8 kJ/mol
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