Molarity of NaOH: 0.1388 M
Unknown Acid Buret:
Trial 1 |
Trial 2 |
|
Initial Buret Reading |
27.11 ml |
17.91 ml |
Final Buret Reading |
47.31 ml |
42.01 ml |
Volume of acid added |
20.10 ml |
24.10 ml |
Results:
Trial 1 |
Trial 2 |
|
Volume of NaOH at equivalence point |
4.75 mL |
14.03 mL |
Volume of NaOH at one-half the equivalence point |
2.37 mL |
7.015 mL |
pH at half equivalence point |
4.88 |
4.21 |
pKa of unknown acid |
||
Average pKa |
||
Average Ka |
||
Moles of unknown acid |
Moles |
Moles |
M of unknown acid |
M |
M |
Average M of unknown acid |
can you show the steps as to how to find the answers for the missing boxes, work included as I would like to learn? and a few sentences explaining the results.
From the given table values,
pH at half equivalence point = 4.88 = pKa of the acid.
since from the formula pH = pKa + log[salt]/[Acid]
at half equivalence point [Salt] = [Acid] so {salt]/[Acid] = 1 then,
pH = pKa
simiraly in second case pH = 4.21 = pKa
Average pKa = (4.88+4.21)/2
pKa = 4.545
-log(Ka) = 4.545
Ka = 10^-4.545
Ka = 2.851*10^-5
at equivalence point number of moles of acid is equal to number of moles of base.
number of moles of NaOH = 4.75mL * 0.1388 mol/L = 0.6593 mmol
number of moles of Acid = 0.6593 mmol
Molarity of unknown acid = 0.6593 mmol/20.10mL = 0.0328 mol/L
similarly in second case,
number of moles of NaOH = 14.03*0.1388 = 1.9474mmol
number of moles of the acid = 1.9474mmol/24.1mL = 0.081 mol/L
Avrage concentration = (0.0328+0.081)/2 = 0.0569 mol/L
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