The Relative Strength of an Unknown Acid

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   The Relative Strength of an Unknown Acid

Practical Details

Mass of acid: 12.38g

Initial temperature of acid: 21.7 ˚C

Table of Results

Temperature change during reaction between acid and 1.00M Sodium Hydroxide solution:

Analysis

  • The graph suggests that the temperature rise that occurred at the fourth minute was: 26.9 - 23.1 = 3.8 ˚C
  • Given the Mr of the acid is 50, the moles of acid in my solution, n = m / Mr

           = 12.38 / 50 = 0.248 moles.

  • So the concentration of my solution, c = n/v which is 0.248 / 0.25 = 0.992 mols/dm³
  • Therefore the heat given out in Joules, q = mc∆T = 100 x 4.18 x 3.8 = 1588J 

Using this information I can calculate the molar enthalpy change of neutralisation for the acid:

Firstly, how many moles are there in 50 cm³? – 0.992 x 0.05 = 0.0496 moles

Therefore the enthalpy change for 0.0496 moles of acid is 1588J

So for 1 mole the enthalpy change is:

 1 / 0.0496 = 20.2

 

20.2 x 1588 ÷ 1000 = - 32.1 KJ/mol 

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This suggests that the unknown acid is weaker than those listed in the table, the weakest of which is HCN with an enthalpy change of – 38.2 KJ per mole. This enthalpy change is 6.1J greater than that of the unknown acid, a difference of 16%.

The unknown acid is therefore just over 4/5ths the strength of HCN.

   

Apparatus error: the apparatus used were not entirely accurate and each has a maximum error margin. For example, the error margin for the balance is 0.1g either side of the mass required. Collectively these errors can account ...

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