In the calorimeter, the student dissolved 4.25 g of solid ammonium nitrate in 60.0 ml of water with an initial temperature of 22.0 °C. When the ammonium nitrate was completely dissolved, the temperature of the solution was 16.9 °C. Based on the measurement results, calculate the heat of dissolution of ammonium nitrate in kJ/mol.
According to the equations:
ΔHsoln = -q / n
where ΔHsoln - molar enthalpy (heat) of a solution, q - amount of energy (heat) released by water, n = moles of solute.
n = m / M
where n - moles of solute, m - mass of solute, M - molar mass of the solute.
q = m × Cg × ΔT
where q - amount of energy released by water, m - mass, Cg - specific heat capacity, ΔT - change in temperature.
From here:
ΔHsoln = - q / n = - (mwater × Cg × ΔT) / n = - (mwater × Cg × ΔT × Mr) / m = - (60 g × 4.18 J/g°C × (16.9 °C - 22 °C) × 80 g/mol) / 4.25 g = 24077 J/mol = 24.08 kJ/mol
Answer: 24.08 kJ/mol
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