A) What is the molarity of the prepared NaOH solution as determined in titration 1 and titration 2 – calculate them separately.
B) calculate the average molarity of the two trials.
C) How many moles of OH- are present when the endpoint is reached in both trial 1 & trial 2?
*Show your calculations for each trial below.
The formula that we need to know to solve this problem:-

FOR FIRST TITRATION
Molarity of the standard solution of HCl = 0.98861 M -----(Given)
Volume of the standard solution of HCl taken for titration = 20.00 mL -----(Given)
= (20.00/1000) L
= 0.02 L
No. of moles of HCl present in the standard solution = (0.98861).(0.02) -----using equation(a)
= 0.0197722
= 0.0198 moles
Balanced chemical equation:-
HCl + NaOH ----> NaCl + H2O
It is evident from the balanced chemical equation that for every 1 mole of HCl, 1 mole of NaOH is required for titration.
Hense, for 0.0198 moles of HCl,
No. of moles of NaOH required for titration = 0.0198 moles
Volume of NaOH used in titration = 22.47 mL -----(Given)
= (22.47/1000) L
= 0.02247 L
Molarity of the base solution of NaOH = (0.0198/0.02247) -----using equation(a)
= 0.8811748999
= 0.8811 M
FOR SECOND TITRATION
Molarity of the standard solution of HCl = 0.98861 M -----(Given)
Volume of the standard solution of HCl taken for titration = 17.85 mL -----(Given)
= (17.85/1000) L
= 0.01785 L
No. of moles of HCl present in the standard solution = (0.98861).(0.01785) -----using equation(a)
= 0.0176466885
= 0.0176 moles
Balanced chemical equation:-
HCl + NaOH ----> NaCl + H2O
It is evident from the balanced chemical equation that for every 1 mole of HCl, 1 mole of NaOH is required for titration.
Hense, for 0.0176 moles of HCl,
No. of moles of NaOH required for titration = 0.0176 moles
Volume of NaOH used in titration = 20.12 mL -----(Given)
= (20.12/1000) L
= 0.02012 L
Molarity of the base solution of NaOH = (0.0176/0.02012) -----using equation(a)
= 0.8747514911
= 0.8748 M
Average molarity of the two trials = (Molarity in first titration + Molarity in second titration)/2
= (0.8811 + 0.8748)/2
= 1.7559/2
= 0.87795
= 0.88 M
A) The molarity of the prepared NaOH solution as determined in titration 1 and titration 2 is 0.8811 M and 0.8748 M respectively.
B) The average molarity of the two trials is 0.88 M.
C) No. of moles of OH- present, when the endpoint is reached in both trial 1 and trial 2 is 0.0198 moles and 0.0176 moles respectively.
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