Welcome to Edugrown – Your Learning Partner EduGrown
🕑 Aaj 1 free content aur bacha hai. Login karein →
← Back to Study Content
Practical & Lab Work

Class 11 Chemistry Experiment 10 - To Study the pH Change in the Titration of a Strong Base with a Strong Acid

Class 11 · Chemistry · pH and pH Change · CBSE · ENGLISH · 2 views

Advertisement
Experiment 10Class XI · CBSEChemistry 043

To Study the pH Change in the Titration of a Strong Base with a Strong Acid

For twenty millilitres the pH barely moves. Then half a drop takes it from 4 to 10. That vertical jump is the whole reason an indicator works.

SectionpH and pH Change
In the examContent based experiment · 6

01Aim

To study the change in pH during the titration of a strong base with a strong acid, using pH paper or a pH meter, and to plot the titration curve and find the equivalence point from it.

02Requirements

No.MaterialSpecification / purpose
1Strong base0.1 M NaOH, 20 ml taken in a beaker
2Strong acid0.1 M HCl in the burette
3Burette, 50 mlTo deliver the acid in measured portions
4pH meter or pH paperA meter is far better here
5Beaker, 100 ml, and glass rodTo hold and stir the solution
6Pipette, 20 mlTo measure the base
7Graph paperTo plot pH against volume added
8PhenolphthaleinTo compare the visual end point with the curve

03Principle

When a strong acid is added to a strong base, both are completely ionised, and the only reaction that matters is

H++OH−⟶H2OΔH=−57.1kJ mol−1

At the equivalence point the moles of acid added exactly equal the moles of base present. The solution contains only sodium chloride and water, and since neither ion hydrolyses, the pH is exactly 7.

Why the curve is flat and then vertical

pH is a logarithmic quantity. Near the start the solution holds a large reservoir of hydroxide ions, so neutralising a little of it changes [OH⁻] by only a small fraction, and the pH hardly moves.

Close to the equivalence point almost all the hydroxide has gone. Each further drop now removes a large fraction of what remains, so [H⁺] changes by powers of ten and the pH leaps. Between 19.9 ml and 20.1 ml — about four drops — the pH falls from about 10.4 to about 3.6.

Why any indicator works for this titration. The vertical part of the curve spans pH 4 to 10. Both methyl orange, which changes at 3.1 to 4.4, and phenolphthalein, which changes at 8.3 to 10.0, lie inside that jump. For a weak acid against a strong base the jump is much shorter and only phenolphthalein will do.
The three regions of the curve
RegionWhat is in excessThe pH is set by
Before the equivalence pointUnreacted NaOHThe hydroxide left over
At the equivalence pointNeitherThe ionisation of water alone, so pH = 7
After the equivalence pointAdded HClThe excess hydrogen ions
Make the additions drop by drop near the end point. Adding a millilitre at a time there will carry you straight past the jump and the curve will have no vertical portion at all.

04The titration curve

Plate IA curve of pH against the volume of acid added, almost flat at either end and nearly vertical through the equivalence point at pH 7.01020304003.5710.514volume of 0.1 M HCl added (ml)pHequivalence pointpH 7 at 20.0 mlthe pH falls almost 7 unitsin about four drops0 - 23 - 45 - 678 - 910 - 1112 - 14universal indicatorBetween 19.9 and 20.1 ml — about four drops — the pH runs from 10.4 down to 3.6. Every indicator that changescolour inside that range gives the same end point, which is why the choice of indicator hardly matters here.

pH against the volume of 0.1 M HCl added to 20 ml of 0.1 M NaOH, showing the flat regions and the vertical jump at the equivalence point.

05Procedure

  1. Rinse the burette with the 0.1 M HCl and fill it, removing the air bubble below the stopcock. Note the initial reading.
  2. Pipette 20 ml of 0.1 M NaOH into a 100 ml beaker.
  3. Measure the pH of the base before any acid is added. It should be near 13.
  4. Add the acid in portions of 2 ml, stirring well after each addition.
  5. After each addition measure the pH, either with the meter or by taking out one drop on a glass rod and touching it to pH paper.
  6. When about 18 ml has been added, reduce the portions to 0.5 ml.
  7. From 19.5 ml onwards add drop by drop, measuring the pH after every drop. This is where the whole shape of the curve is decided.
  8. Continue past the equivalence point until about 25 ml has been added, going back to 1 ml portions once the pH has settled below 3.
  9. Record every reading in a table of volume against pH.
  10. Plot pH on the y axis against volume of acid on the x axis. Draw a smooth curve and read off the volume at the steepest point of the vertical portion. That is the equivalence point.

06Observations

No.Volume of 0.1 M HCl added, mlpHRegion
10.013.0Only NaOH present
25.012.8Excess base, pH falls slowly
310.012.5Excess base
415.012.2Excess base
518.011.7Approaching the equivalence point
619.511.1The curve begins to steepen
719.910.4Entering the vertical portion
820.07.0The equivalence point
920.13.6Just past it, pH has fallen by 6.8 units
1020.52.9Excess acid
1122.02.3Excess acid
1225.02.0Excess acid, pH falls slowly again
M1V1=M2V2⇒0.1×20.0=0.1×Vacid⇒Vacid=20.0ml
  • The pH fell by only 1.3 units over the first 18 ml, and then by 6.8 units between 19.9 and 20.1 ml.
  • The equivalence point from the graph is at 20.0 ml, which is exactly what the stoichiometry predicts.
  • The pH at the equivalence point is 7.0, because the salt formed is sodium chloride and it does not hydrolyse.
  • Phenolphthalein changed colour at about 19.92 ml and methyl orange at about 20.08 ml. Both lie inside the vertical jump, so either is acceptable here.

07Result

The pH change during the titration of 20 ml of 0.1 M NaOH with 0.1 M HCl was studied and the curve plotted. The pH changes very slowly away from the equivalence point and very sharply near it, falling from 10.4 to 3.6 on the addition of 0.2 ml. The equivalence point is at 20.0 ml and at pH 7.0, as expected for a strong acid against a strong base.

08Precautions

  • Remove the air bubble from the burette tip before starting.
  • Stir thoroughly after every addition before measuring the pH.
  • Add drop by drop near the equivalence point; that is the only part of the curve that matters.
  • Rinse the pH electrode with distilled water between readings and do not let it touch the bottom of the beaker.
  • Calibrate the meter with buffers of pH 4, 7 and 10.
  • Both solutions must be accurately 0.1 M.
  • Plot pH on the y axis and volume on the x axis, with a scale open enough to show the jump.

09Viva voce

Q1What is the equivalence point?

ANSThe point at which the acid added is chemically equivalent to the base present, so that neither is in excess.

Q2What is the difference between the equivalence point and the end point?

ANSThe equivalence point is the true stoichiometric point. The end point is where the indicator changes colour. A well chosen indicator makes the two practically the same.

Q3Why is the pH exactly 7 at the equivalence point here?

ANSThe product is sodium chloride, a salt of a strong acid and a strong base. Neither ion hydrolyses, so the solution is simply water.

Q4Why does the pH change so sharply near the equivalence point?

ANSAlmost all the hydroxide has been used up, so each further drop removes a large fraction of what remains. Since pH is a logarithm, the hydrogen ion concentration changes by powers of ten.

Q5Why can both methyl orange and phenolphthalein be used here?

ANSThe vertical portion of the curve covers pH 4 to 10, and the range of both indicators falls inside it.

Q6What would the curve look like for a weak acid against a strong base?

ANSThe equivalence point would be above 7, around 8.7, and the vertical jump would be shorter, roughly pH 7 to 10. Only phenolphthalein would be suitable.

Q7Why must the solution be stirred after each addition?

ANSThe acid is denser and sinks. Without stirring the electrode reads a local concentration and not the true pH of the mixture.

Q8Where exactly is the equivalence point read from the curve?

ANSAt the midpoint of the vertical portion, which is the point of steepest slope. It can be found exactly by plotting the first derivative.

Q9What is a titration curve?

ANSA graph of the pH of the solution against the volume of titrant added.

Advertisement

💬 Comments & Doubts

💭

Abhi tak koi comment nahi

Sabse pehle comment karne wale bano!

Apna comment likhein

Doubt ho ya suggestion — kuch bhi poochh sakte hain. Login zaroori nahi hai.

13 + 17 =

Ye sirf ye confirm karne ke liye hai ki aap robot nahi hain.

Comment publish hone se pehle admin check karta hai.

🔒 Content copy nahi kar sakte