Dear student,
First, it is essential to underline the role of KHP in the titration described above. Since KHP reacts with NaOH, the total KHP within the mixture decreases as the titration progresses and NaKP is produced.
titration occurs => moles of KHP decrease
We can first think of the critical moments of the titration to formulate our answer.
-
Before the titration occurs, we have an initial amount of KHP present in the mixture; let such amount of KHP be denoted by KHPinitial.
-
After the titration occurs, some of the KHP in the mixture will not react. The KHP that did not react with the NaOH of our titration will be denoted by KHPfinal.
The percentage of KHP in the mixture after the titration occurs then becomes:
( KHPfinal / KHPinitial )*100 = % KHP in mixture after titration
Since the question already provides the mass of KHPinitial (0.505 g in analyte), we must find KHPfinal. Considering that we needed 11.95 mL of 0.118 M of NaOH to complete the titration, we can determine the amount of NaOH that reacted and, eventually, KHPfinal.
11.95 mL NaOH * (1 L solution / 1000 mL solution) * (0.118 mol NaOH / 1 L solution) =
0.0014101 mol NaOH reacted
As indicated by the given chemical equation, one mole of NaOH reacts with one mole of KHP; thus, the amount of KHP that reacted is also equal to 0.0014101 moles. Using the molecular weight of KHP (204.2 g/mol), we can conclude that about 0.28794 g of KHP reacted and became NaKP.
Since we are calculating the percentage of KHP in the mixture after the titration, our percentage then becomes:
( initial KHP- reacted KHP) / ( initial KHP) * 100 = ( final KHP) / ( initial KHP) * 100
(0.505 g - 0.2879 g ) / ( 0.505 g) *100 = (0.2171 g) / ( 0.505 g)*100 = 43 %
J.R. S.
03/17/22