. Bond energies: H–H = 436, Cl–Cl = 243, H–Cl = 432 kJ/mol. Calculate the energy change.
Broken: H–H + Cl–Cl. Made: 2 × H–Cl.
Worked solution
- Broken: kJ
- Made: kJ
- Change kJ/mol
GCSE & IGCSE chemistry practice
Breaking bonds takes in energy (endothermic); making bonds gives out energy (exothermic). The overall energy change = energy to break bonds in the reactants − energy released making bonds in the products. A negative answer means the reaction is exothermic.
8 questions · Higher tier · Every answer is checked as you type it, with a full worked solution. Updated .
| GCSE (AQA) | Chemistry and Combined Science, Higher only: calculate the energy transferred in a reaction from bond energies supplied. |
|---|---|
| Cambridge IGCSE (0620) | Supplement (Extended): bond breaking is endothermic and bond making is exothermic; calculate the enthalpy change of a reaction using bond energies. |
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. Bond energies: H–H = 436, Cl–Cl = 243, H–Cl = 432 kJ/mol. Calculate the energy change.
Broken: H–H + Cl–Cl. Made: 2 × H–Cl.
Worked solution
Breaking the bonds in the reactants needs 2000 kJ. Making the bonds in the products releases 2400 kJ. What is the energy change, and is the reaction exothermic or endothermic?
Broken − made.
Worked solution
. Bond energies: H–H = 436, Br–Br = 193, H–Br = 366 kJ/mol. Calculate the energy change.
Broken − made.
Worked solution
. Bond energies: H–H = 436, O=O = 498, O–H = 464 kJ/mol. Calculate the energy change.
Each water molecule has 2 O–H bonds, and there are 2 waters.
Worked solution
. Bond energies: C–H = 412, O=O = 498, C=O = 805, O–H = 464 kJ/mol. Calculate the energy change.
Broken: 4 C–H and 2 O=O. Made: 2 C=O and 4 O–H.
Worked solution
. Bond energies: N≡N = 945, H–H = 436, N–H = 391 kJ/mol. Calculate the energy change.
Each NH₃ has 3 N–H bonds.
Worked solution
. Bond energies: H–I = 298, H–H = 436, I–I = 151 kJ/mol. Calculate the energy change and say whether it's exothermic or endothermic.
Broken: 2 H–I.
Worked solution
has an energy change of −185 kJ/mol. H–H = 436 and H–Cl = 432 kJ/mol. Calculate the Cl–Cl bond energy.
Broken − made = −185.
Worked solution
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