initial temp of solution in C | 21.2 | 21.2 | 21.2 |
final temp of solution in C | 36.4 | 35.2 | 38.7 |
change in temp in C | 15.2 | 14.0 | 17.5 |
Determine Mass of solution: | X | X | X |
weight of test tube with solution in g | 112.24 | 109.57 | 179.48 |
weight of empty test tube with cap in g | 63.15 | 63.15 | 63.15 |
mass of solution in g | 49.09 | 46.42 | 116.33 |
Amount of heat released (J) the specific heat capacity of the solution is 5.49 J/(K x g) |
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moles of NaC2H3O2(3H2O) in test tube (mol) There is 52.1g of this solution in each tube. Molar mass of this equation is 136.1g/mol |
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Enthaply of phase change (kJ/mol) for NaC2H3O2(3H2O) | ? | ? | ? |
Amount of heat released (J) calculations:
Calculate the average enthaply of phase change: ________ kJ/mol
When doing these calculations change the mass of the solution to 52.08g.
Trial 1
Heat released = 49.09 * 5.49 * 15.2 = 4096.46 J = 4.096 kJ
moles of NaC2H3O2(3H2O) in test tube (mol) = 52.1/136.1
= 0.3828 mol
Enthalpy change = 4.096/0.3828 = 10.7 kJ/mol
Trial 2
Heat released = 46.42 * 5.49 * 14 = 3567.84 J = 3.568 kJ
moles of NaC2H3O2(3H2O) in test tube (mol) = 52.1/136.1
= 0.3828 mol
Enthalpy change = 3.568/0.3828 = 9.32 kJ/mol
Trial 3
Heat released = 116.33 * 5.49 * 17.5 = 11176.4 J = 11.176kJ
moles of NaC2H3O2(3H2O) in test tube (mol) = 52.1/136.1
= 0.3828 mol
Enthalpy change = 11.176/0.3828 = 29.2 kJ/mol
Average enthalpy of change = 10.7+9.32+29.2/3
= 16.4 kJ/mol
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