Chemical energetics is deceptively simple on the surface — exothermic releases heat, endothermic absorbs heat. But challenge papers turn it into a minefield of sign errors, energy diagram mistakes, and bond energy miscalculations. This guide exposes every trap: the difference between ΔH and activation energy, why breaking bonds is always endothermic, how to draw energy diagrams correctly, and how to calculate ΔH from bond energies without forgetting to multiply by coefficients. Master these, and energetics becomes one of your easiest topics on exam day.
Ten traps that cost students marks on energetics questions. Each one appears on challenge papers regularly.
Five challenging questions broken down step by step. Try each step yourself before revealing the next.
In the reactants:
CH4: 4 × C–H bonds = 4 × 412 = 1648 kJ
2O2: 2 × O=O bonds = 2 × 496 = 992 kJ
Total energy to break bonds = 1648 + 992 = 2640 kJ
In the products:
CO2: 2 × C=O bonds = 2 × 743 = 1486 kJ
2H2O: 4 × O–H bonds (2 per molecule × 2 molecules) = 4 × 463 = 1852 kJ
Total energy released forming bonds = 1486 + 1852 = 3338 kJ
ΔH = bonds broken − bonds formed = 2640 − 3338 = −698 kJ/mol
ΔH is negative, which means the reaction is exothermic. More energy was released making new bonds (3338 kJ) than was needed to break old bonds (2640 kJ). The extra 698 kJ is released as heat to the surroundings.
x-axis = Progress of reaction (sometimes called "reaction coordinate" or "reaction pathway"). y-axis = Energy. No numbers needed — just relative positions.
Draw reactants at a higher energy level (left side). Draw products at a lower energy level (right side). The vertical gap between them is ΔH. Draw a downward arrow from reactants' level to products' level and label it "ΔH (negative)".
Draw a smooth curve that starts at the reactants' level, rises to a peak above it (this peak is the transition state), then drops down to the products' level. Draw an upward arrow from the reactants' level to the peak and label it "Ea" (activation energy without catalyst).
Draw a second, lower curve (dashed line) that starts and ends at the same levels as the original curve, but has a lower peak. Label the new, shorter arrow "Ea (with catalyst)". Important: the start (reactants) and end (products) levels do NOT change — only the peak is lower. ΔH remains exactly the same.
Before any new substances can form, all the bonds in the reactants must be broken. This requires energy (endothermic step). Bonds broken: 2 H–H bonds and 1 O=O bond.
The atoms rearrange and new bonds are formed in the products. This releases energy (exothermic step). Bonds formed: 4 O–H bonds (2 in each of 2 water molecules).
The energy released by forming 4 O–H bonds is greater than the energy needed to break 2 H–H bonds and 1 O=O bond. The excess energy is given off as heat to the surroundings.
Since more energy is released forming bonds than is absorbed breaking bonds, the overall reaction releases energy to the surroundings, making it exothermic (ΔH is negative).
The temperature of the surroundings (the solution) increases by 13°C. This means the reaction is exothermic — it is releasing energy to the surroundings, heating them up.
The temperature peaks at 34°C when the reaction is complete — all of one (or both) reactants have been used up. No more heat is being produced after this point.
After the reaction stops, the solution is warmer than the room. It gradually loses heat to the surrounding air by convection and radiation, so the temperature slowly falls back towards room temperature (about 21°C). This is just cooling, not an endothermic reaction.
In careful experiments, the cooling starts before the reaction finishes (because heat is lost throughout). To get the true maximum temperature rise, you extrapolate the cooling curve backwards to the time of mixing. Challenge papers sometimes give you this graph and ask you to read the corrected ΔT.
N2: 1 × N≡N = 944 kJ
3H2: 3 × H–H = 3 × 436 = 1308 kJ
Total broken = 944 + 1308 = 2252 kJ
2NH3: Each NH3 has 3 N–H bonds. 2 molecules = 6 N–H bonds.
6 × N–H = 6 × 388 = 2328 kJ
Total formed = 2328 kJ
ΔH = bonds broken − bonds formed = 2252 − 2328 = −76 kJ/mol
Negative ΔH means the reaction releases energy. Despite needing to break the very strong N≡N triple bond (944 kJ!), the formation of 6 N–H bonds releases enough energy to more than compensate. This is the Haber process for making ammonia.
Pairs of questions that look nearly identical but have different answers. Spot the key distinction.
Click each node to see how the subtopics connect.
Spot the error in each student's answer. Think before revealing.
Ten Cambridge-style challenge questions. Write your answer, then reveal the model answer with mark scheme and examiner's notes.