Part A:
A hypothetical solution forms between a solid and a liquid. The values of the thermodynamic quantities involved in the process are shown in the following table.
Action | Enthalpy |
Separation of Solute | 17.5 kJ/mol |
Separation of Solvent | 28.8 kJ/mol |
Formation of Solute-Solvent Interactions | -90.7 kJ/mol solute |
Calculate the enthalpy of solution in kilojoules per mole of solute.
Enter your answer numerically in kilojoules per mole of solute.
Part B:
A 4.00 m solution of KCl was prepared using 1.00 kg of water at 25.0 ∘C. Once the solid had all dissolved, the temperature of the solution was 12.3 ∘C. Calculate the heat of solution, ΔHsoln, of KCl. Assume that the specific heat of the solution is identical to that of water, 4.18 J/(g⋅∘C).
Express your answer numerically in kilojoules per mole.
We know the enthalpy of the solution is given by following equation.
Delta Hsol = Delta H product – Delta Hreactant.
Here product is solute and solvent system,
Reactants : We have to use separation value of solute and solvent together.
Lets plug given value in above equation.
Delta H of solution = ( - 90.7 ) – ( 17.5 + 28.8 )
= -137 kJ / mol
Question 2 :
Given : Temperature change = (12.3 – 25.0 ) deg C
Molarity = 4.0 m
Mass of water = 1.0 kg
Lets first find heat of solution.
q (solution) = m C delta T
here C is specific heat of solution, m is mass of solution in g, Delta T is change in T
q = (mass of water in g + mass of KCl in g ) x 4.184 J / g deg C x (12.3 – 25.0 ) deg C
Lets calculate mass of KCl
Number of moles of KCl = 4.0 mol
Mass of KCl = Moles x molar mass
= 4.0 mol x 74.5513 g / mol
= 298.205 g
q (sol) = (1000 + 298.205 ) x 4.184 x (12.3-25.0)
= -68982.50 J
Here sign is negative since temperature of the solution is decreased.
Lets calculated delta H of solution
Delta H of solution =- q solution / n
n is number of moles of solute.
Delta H solution = - ( -68982.50 J ) / 4.0 mol
= 17245.6 J / mol
Ans in kJ /mol
= 17.24 kJ /mol
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