Enthalpy Change of the Hydration of Magnesium Sulphate

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F.6 Chemistry/TAS 5/P.()


Enthalpy Change of the Hydration of Magnesium Sulphate

Objective

To determine the enthalpy change of the hydration of magnesium sulphate (MgSO4) using Hess’s law.

Procedures

  1. The mass of a clean and dry polystyrene foam cup was weighed and recorded.
  2. 50.0 cm3 of de-ionized water was measured by using a measuring cylinder
  3. The 50.0 cm3 of water measured was poured it into the polystyrene foam cup.
  4. The foam cup was then fitted in a 250 cm3 beaker.
  5. A thermometer was put through the hole in the lid.
  6. The temperature of the de-ionized water was measured by using the thermometer.
  7. The result was recorded in the table provided.
  8. The mass of 0.025 mole of anhydrous magnesium sulphate was calculated.
  9. The mass of a weighing bottle was weighed.
  10.  According to the mass calculated in step 8, anhydrous magnesium sulphate was added to the weighing bottle carefully with a spatula.
  11. The mass of the weighing bottle with anhydrous magnesium sulphate was weighed.
  12. The masses weighed were recorded.
  13. The weighed anhydrous magnesium sulphate was added to the water in the foam cup.
  14. The mixture with the thermometer was stirred to dissolve the solid as quickly as possible.
  15. The highest temperature of the solution was recorded

The apparatus used with water was washed and dried.

  1. Step 1 to step 15 were repeated but 0.025 mole of

magnesium sulphate-7-water was used to replace
   anhydrous magnesium sulphate.

Results

Specific heat capacity of water = 4200 J kg-1K-1, specific heat capacity of polystyrene foam cup = 1300 J kg-1K-1, density of water = 1.0 g cm3

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Questions

  1. State Hess’s law.
     Hess’s law states that the  change for any chemical or physical process is independent of the pathway or number of steps required to complete the process provided that the final and initial reaction conditions are the same. In other words, an energy change is path independent, only the initial and final states being of importance. This path independence is true for all

  1. Calculate the enthalpy change of the solution of anhydrous magnesium sulphate.

     

             MgSO4(s)  + ...

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