Write the equation to represent the lattice energy, ΔHlatt, of calcium sulfide, CaS.
Include state symbols.
Answer
0 words
1(b)Lattice Enthalpy Born Haber CyclesEasy1 mark
Explain why the value of ΔHlatt of CaS is negative.
Answer
0 words
1(c)Lattice Enthalpy Born Haber CyclesMedium3 marks
State the order of the ΔHlatt values of CaS, MgO and KCl, from most negative to least negative. Explain your answer.
Order, most negative to least negative
Explanation
0 words
1(d)(i)Lattice Enthalpy Born Haber CyclesEasy1 mark
The enthalpy change of formation, ΔHf, of Cl−(g) or Mg2+(g) is the energy change when one mole of gaseous ions forms from the element in its standard state at 298 K.
enthalpy change of formation of chloride ions, Cl−(g) = −243 kJ mol−1
enthalpy change of formation of magnesium ions, Mg2+(g) = +2336 kJ mol−1
The enthalpy change of formation of Cl−(g) can be calculated using two energy changes only. Identify the two energy changes.
Two answers required.
1(d)(ii)Lattice Enthalpy Born Haber CyclesMedium2 marks
The lattice energy of magnesium chloride, MgCl2, is −2493 kJ mol−1. Use this value, and the data given in part (d), to calculate the enthalpy change of formation of MgCl2(s).
ΔHf of MgCl2(s)
kJ mol−1
1(e)Entropy Gibbs Energy FeasibilityMedium3 marks
Magnesium carbonate, MgCO3, decomposes when heated.
MgCO3→MgO+CO2ΔS=+175J K−1mol−1,ΔH=+117kJ mol−1
Predict whether the decomposition of MgCO3 is feasible at 600 ∘C. Use a calculation to explain your answer.
Feasibility
Calculation and explanation
0 words
1(f)Group 1 Group 2 MetalsMedium2 marks
Calcium carbonate, CaCO3, also decomposes when heated. State whether the decomposition of CaCO3 occurs at a higher or lower temperature than that of MgCO3. Explain your answer.