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2026 National One Eighth chemistry Topic 3 Free

Acid-base equilibria (buffers)

Buffer solution ph: henderson-hasselbalch equation (true/false) · Sub-topic 1

ONE-EIGHTH STAGE 2026


ROUND 4 - TRUE OR FALSE

Aburi Girl’s SHS - 38 points

St. Joseph’s Seminary SHS - 20 points

Fafraha Community SHS - 12 points

St. John's Grammar School - 40

Mpraeso SHS - 23

Tema Secondary School – 13

St. Augustine’s College

Anlo SHS

Kumasi High School

PREAMBLE

A buffer solution is prepared from a weak acid A and its salt B (conjugate base).

Recall the Henderson-Hasselbalch equation: pH = pKa + log([B]/[A]).

1. If more salt B is added to the solution, the pH of the buffer rises.

ANSWER: TRUE

EXPLANATION:

Adding more B increases the ratio [B]/[A], increasing log([B]/[A]) and therefore raising the pH.

2. If the buffer is diluted tenfold with pure water, its pH falls by one unit.

ANSWER: FALSE

EXPLANATION:

Diluting a buffer decreases [A] and [B] by the same factor, so the ratio [B]/[A] — and therefore the pH — stays essentially unchanged.

Resisting pH change on dilution is a defining property of a buffer.

3. If the ratio of the concentration of B to the concentration of A equals 1, then the pH of the buffer equals the pKa of A.

ANSWER: TRUE

EXPLANATION:

pH = pKa + log([B]/[A]) = pKa + log(1) = pKa + 0 = pKa.


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PRACTICE QUESTIONS

PREAMBLE 1

A buffer solution contains ethanoic acid and sodium ethanoate in equal concentrations.

1. The pH of the buffer equals the pKa of ethanoic acid.

ANSWER: TRUE

EXPLANATION:

With [salt] = [acid], $\log\dfrac{[\text{salt}]}{[\text{acid}]} = \log1 = 0$, so pH = pKa.


2. Adding a little more ethanoic acid raises the pH of the buffer.

ANSWER: FALSE

EXPLANATION:

More acid lowers the ratio [salt]/[acid], so the pH falls slightly.


3. A small amount of added NaOH is removed by reaction with ethanoic acid.

ANSWER: TRUE

EXPLANATION:

$CH_3COOH + OH^- \rightarrow CH_3COO^- + H_2O$, so the pH changes very little.



PREAMBLE 2

A buffer solution contains ammonia and ammonium chloride in equal concentrations.

1. A little added hydrochloric acid is removed by reaction with ammonia.

ANSWER: TRUE

EXPLANATION:

$NH_3 + H^+ \rightarrow NH_4^+$, so the pH changes very little.


2. The pH of this buffer is below 7.

ANSWER: FALSE

EXPLANATION:

The pKa of $NH_4^+$ is about 9.3, so with equal concentrations the pH is about 9.3.


3. Diluting the buffer with a little water hardly changes its pH.

ANSWER: TRUE

EXPLANATION:

Both concentrations fall by the same factor, so their ratio and the pH stay almost the same.