AQA GCSE Chemistry Chemistry Paper 1 (Higher), November 2021: Question 2

9 marks · Standard Demand difficulty · Short Answer

Define isotopes, calculate the relative atomic mass of gallium from isotopic abundances, determine subatomic particle numbers, identify its ion formula, and explain how its discovery supported Mendeleev's periodic table.

Practise this question

Question

Question 02 contains five parts about atomic structure and the periodic table focusing on gallium. Part 02.1 asks for the definition of isotopes in terms of subatomic particles for 2 marks. Part 02.2 displays Table 1 with isotope data (mass number 69 with 60% abundance, and mass number 71 with 40% abundance) and asks to calculate the relative atomic mass to 1 decimal place for 2 marks. Part 02.3 asks for the number of electrons and neutrons in an atom of gallium-69 with atomic number 31 for 2 marks. Part 02.4 asks to tick the most likely formula of a gallium ion from Ga+, Ga-, Ga3+, and Ga3- for 1 mark. Part 02.5 asks for two reasons why the discovery of gallium helped Mendeleev's periodic table become accepted for 2 marks.
Question text

02 This question is about atomic structure and the periodic table.

Gallium (Ga) is an element that has two isotopes.

02.1 Give the meaning of ‘isotopes’.

You should answer in terms of subatomic particles.

[2 marks]

02.2 Table 1 shows the mass numbers and percentage abundances of the

isotopes of gallium.

Table 1

Mass number Percentage abundance (%)

69 60

71 40

Calculate the relative atomic mass (Ar) of gallium.

Give your answer to 1 decimal place.

[2 marks]

Relative atomic mass (1 decimal place) =

Gallium (Ga) is in Group 3 of the modern periodic table.

02.3 69

Give the numbers of electrons and neutrons in an atom of the isotope 31Ga

[2 marks]

*06* Number of electrons

Number of neutrons

02.4 What is the most likely formula of a gallium ion?

[1 mark]

Tick ( ) one box.

Ga+

Ga–

Ga3+

Ga3–

02.5 Gallium was discovered six years after Mendeleev published his periodic table.

Give two reasons why the discovery of gallium helped Mendeleev’s periodic table to

become accepted.

[2 marks]

Mark scheme

Show the mark scheme Mark scheme for Question 2 provides acceptable answers: 02.1 awards 1 mark for same number of protons and 1 mark for different numbers of neutrons. 02.2 awards 1 mark for the working ((69 x 60) + (71 x 40)) / 100 and 1 mark for 69.8. 02.3 awards 1 mark for 31 electrons and 1 mark for 38 neutrons. 02.4 awards 1 mark for Ga3+. 02.5 awards 1 mark for gallium fitted into a gap Mendeleev had left and 1 mark for gallium's properties being predicted correctly by Mendeleev, giving a total of 9 marks.

Question 2

AO /

Question Answers Extra information Mark

Spec. Ref.

02.1 (atoms with the) same number allow atoms with the same 1 AO1

of protons atomic number 4.1.1.4

allow atoms of the same 4.1.1.5

element

ignore the same number of

electrons

(but with) different numbers of ignore (but with) different mass 1

neutrons numbers

do not accept (but with) different

relative atomic mass

AO /

Spec. Ref.

02.2 (69 × 60) + (71 × 40) 1 AO2

(Ar =)

100 4.1.1.6

= 69.8 1

AO /

Spec. Ref.

02.3 (number of electrons) = 31 1 AO2

4.1.1.4

(number of neutrons) = 38 1 4.1.1.5

AO /

Spec. Ref.

02.4 Ga3+ 1 AO3

– HEMISTRY – –

4.2.1.2

Question 2 continued

AO /

Spec. Ref.

02.5 (gallium) fitted in a gap 1 AO2

(Mendeleev had left) 4.1.2.2 9

(gallium’s) properties were allow (gallium’s) properties 1

predicted correctly (by matched the rest of the group

Mendeleev)

Total 9

How to answer it

Atomic Structure, Isotopes, and Mendeleev's Periodic Table

OVERVIEW & SPECIFICATION LINKS

What this question tests:

  • Atomic Structure & Isotopes (4.1.1.4, 4.1.1.5): Defining isotopes strictly in terms of subatomic particles, and determining proton, electron, and neutron numbers from isotopic notation.
  • Relative Atomic Mass (4.1.1.6): Calculating relative atomic mass (Aᵣ) using isotopic abundances and rounding to a specified decimal place.
  • Ionic Charge & Group Number (4.2.1.2): Deducing the charge and chemical formula of main-group metal ions.
  • Development of the Periodic Table (4.1.2.2): Recalling how Dmitri Mendeleev predicted undiscovered elements and how the discovery of gallium provided decisive supporting evidence.
QUESTION 02.1 • 2 MARKS

Definition of 'Isotopes'

Subatomic particle definition of isotopes

✅ Correct Answer (Mark Scheme)

  • (Atoms with the) same number of protons [1 mark]
  • (but with) different numbers of neutrons [1 mark]
Alternative accepted: "Same atomic number" or "atoms of the same element" for the 1st mark.
Ignored: Mentions of electrons or mass numbers.

💡 Key Knowledge

Every atom of a specific element must have the same atomic number (number of protons). If the proton number changes, it becomes a completely different element.

However, the nucleus can contain differing numbers of neutrons, resulting in different mass numbers. These variants are called isotopes.

🧠 Exam Technique

Notice the prompt explicitly instructs: "You should answer in terms of subatomic particles."

Always name the exact particles (protons and neutrons). Avoid answering purely in terms of "mass number" or "atomic number", as the examiner is directly testing your knowledge of subatomic particles.

❌ Common Errors

  • Writing "different relative atomic mass" – this is an explicit reject in the mark scheme.
  • Stating "different numbers of electrons" (neutral isotopes of the same element always have equal numbers of electrons).
  • Vague statements like "elements with different masses" without mentioning atoms or subatomic particles.
QUESTION 02.2 • 2 MARKS

Calculating Relative Atomic Mass (Aᵣ)

Abundance calculation to 1 decimal place

📐 Step-by-Step Calculation

  1. State formula and substitute values:
    Aᵣ = [(mass₁ × %₁) + (mass₂ × %₂)] / 100
    Aᵣ = [(69 × 60) + (71 × 40)] / 100 [1 mark]
  2. Multiply each bracket:
    69 × 60 = 4140
    71 × 40 = 2840
  3. Add and divide by 100:
    (4140 + 2840) / 100 = 6980 / 100 = 69.8
  4. Check decimal places:
    69.8 (already 1 decimal place) [1 mark]

✅ Final Answer

69.8

Full 2 marks are awarded for the correct numerical answer 69.8 even if no working is shown. However, writing working protects against arithmetic slips!

🧠 Exam Technique & Reality Check

Always perform a sense-check on your answer:

  • The isotopes have masses 69 and 71.
  • Your answer must lie between 69 and 71.
  • Because ⁶⁹Ga is more abundant (60%), the average must be closer to 69 than to 71. 69.8 makes physical sense!

❌ Common Calculation Traps

  • Simply averaging the mass numbers: (69 + 71) / 2 = 70.0 (ignores percentages; scores 0).
  • Rounding to the nearest whole number (70) and losing the second mark because the question asked for 1 decimal place.
  • Entering the sum incorrectly into a calculator without brackets (e.g. 69 × 60 + 71 × 40 / 100 = 4140 + 28.4 = 4168.4).
QUESTION 02.3 • 2 MARKS

Deducing Electrons and Neutrons from ⁶⁹₃₁Ga

Reading isotopic and atomic numbers

✅ Correct Answers

  • Number of electrons: 31 [1 mark]
  • Number of neutrons: 38 [1 mark]

💡 Key Knowledge

  • Bottom number (31) = Atomic number = number of protons. In a neutral atom, number of protons = number of electrons (31).
  • Top number (69) = Mass number = protons + neutrons.
  • Neutrons = Mass number − Atomic number = 69 − 31 = 38.

❌ Common Errors

  • Mixing up the top and bottom numbers: giving 69 electrons or subtracting incorrectly.
  • Using the relative atomic mass from table 1 (or part 02.2) instead of the mass number given in the specific symbol ⁶⁹₃₁Ga.
QUESTION 02.4 • 1 MARK

Predicting the Gallium Ion Formula

Connecting Group number to ionic charge

✅ Correct Answer

Tick box 3: Ga³⁺ [1 mark]

💡 Key Knowledge

  • Gallium is in Group 3 of the periodic table.
  • Elements in Group 3 have 3 electrons in their outer shell.
  • As a metal, gallium loses these 3 outer electrons to achieve a full outer shell (stable noble gas configuration).
  • Losing 3 negatively charged electrons leaves behind a 3+ charge (Ga³⁺).

❌ Common Errors

  • Choosing Ga³⁻: confusing electron loss (forming positive cations) with electron gain (forming negative anions). Metals always form positive ions.
  • Ticking multiple boxes: if more than one box is ticked without clearly crossing out mistakes, 0 marks are awarded.
QUESTION 02.5 • 2 MARKS

Mendeleev's Periodic Table & Gallium

Why the discovery of gallium validated Mendeleev's work

✅ Correct Answers (Give two reasons)

  • Gallium fitted into a gap that Mendeleev had left [1 mark]
  • Gallium's properties matched/agreed with his predictions (or matched the rest of the group) [1 mark]

💡 Key Knowledge

Mendeleev arranged known elements mainly in order of atomic mass, but he boldly:

  • Left gaps for undiscovered elements (e.g. "eka-aluminium").
  • Used the trends in groups to predict their physical and chemical properties (density, melting point, formulas of oxides).

When gallium was discovered in 1875, its actual properties matched Mendeleev's predictions with astonishing accuracy, convincing the scientific community that his periodic table was correct.

🧠 Exam Technique: Two Distinct Points

Make sure your two bullet points make two fundamentally different observations:

  1. Point 1: Physical placement – It filled an empty space / gap he deliberately left.
  2. Point 2: Chemical verification – Its properties closely matched what he predicted.

❌ Common Errors

  • Simply stating "it was discovered" without linking it to the gap Mendeleev left.
  • Vaguely writing "it proved he was right" without identifying what was confirmed (his predictions of properties).

Topics

Chemistry · C1: Atomic Structure and the Periodic Table · C2: Bonding, Structure and the Properties of Matter

Question and mark scheme from the AQA GCSE Chemistry examination, Chemistry Paper 1 (Higher), November 2021. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.