Four solutions of unknown NaOH concentration are titrated with solutions of HCl. The following table lists the volume of each unknown NaOH solution, the volume of HCl solution required to reach the equivalence point, and the concentration of each HCl solution.
NaOH Volume (mL) | HCl Volume (mL) | [HCl] (M) |
7.00 mL | 9.17 mL | 0.2099 M |
18.00 mL | 10.84 mL | 0.1111 M |
15.00 mL | 10.75 mL | 0.0489 M |
26.00 mL | 35.18 mL | 0.1421 M |
Part A: Calculate the concentration (in M) of the unknown NaOH solution in the first case.
NaOH Volume (mL) | HCl Volume (mL) | [HCl] (M) |
7.00 mL | 9.17 mL | 0.2099 M |
Part B: Calculate the concentration (in M) of the unknown NaOH solution in the second case.
NaOH Volume (mL) | HCl Volume (mL) | [HCl] (M) |
18.00 mL | 10.84 mL | 0.1111 M |
Part C: Calculate the concentration (in M) of the unknown NaOH solution in the third case.
NaOH Volume (mL) | HCl Volume (mL) | [HCl] (M) |
15.00 mL | 10.75 mL | 0.0489 M |
Part D: Calculate the concentration (in M) of the unknown NaOH solution in the fourth case.
NaOH Volume (mL) | HCl Volume (mL) | [HCl] (M) |
26.00 mL | 35.18 mL | 0.1421 M |
Solution:-
HCl and NaOH reacts in 1:1 ratio as is clear from the balanced equation....
HCl + NaOH ------> NaCl + H2O
For this type of acid base titrations when they react in 1:1 mol ratio we use the simple molarity equation...
M1V1 = M2V2
Where M1 is the molarity of HCl solution and V1 is its volume. M2 is the molarity of NaOH and V2 is its volume.
Let's plug in the values....
For part (A)
0.2099M x 9.17ml = M2 x 7.00ml
divide both sides by 7.00ml
M2 = 0.2750M
All the other parts could also be solved in the same way..
Part (B)
0.1111M x 10.84ml = M2 x 18.00ml
divide both sides by 18.00ml
M2 = 0.0669M
Part (C)
0.0489M x 10.75ml = M2 x 15.00ml
divide both sides by 15.00ml
M2 = 0.0350M
part (D)
0.1421M x 35.18ml = M2 x 26.00ml
divide both sides by 26.00ml
M2 = 0.01923M
Four solutions of unknown NaOH concentration are titrated with solutions of HCl. The following table lists...
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