AQA GCSE Biology Biology Paper 2 (Higher), June 2024: Question 3

11 marks · Standard Demand difficulty · Short Answer

Evaluate a sampling method for tadpoles in a pond, calculate a missing sample value, plot the population change over time on a graph, determine the percentage remaining, and suggest causes for tadpole mortality.

Practise this question

Question

Question 3 displays a five-step method for investigating tadpole populations in a pond using bucket sampling over 8 weeks. Subquestion 03.1 asks for an improvement to the method. Table 1 shows tadpole counts across four samples at 0, 1, 2, 3, 5, and 8 weeks, with sample 4 at 3 weeks marked as X and a total of 32. Subquestion 03.2 asks to calculate value X. Subquestion 03.3 asks students to label the x-axis, choose a scale, plot total tadpole numbers, and draw a line of best fit on a blank grid (Figure 4) with the y-axis showing 'Total number of tadpoles' from 0 to 60. Subquestion 03.4 asks to calculate the percentage of tadpoles remaining at 4 weeks compared to 0 weeks using Figure 4. Subquestion 03.5 asks for two reasons why many tadpoles died after 4 weeks.
Question text

03 Frogs are animals that lay their eggs in water. The eggs hatch as tadpoles.

Students investigated the number of tadpoles in a pond for 8 weeks.

This is the method used.

1. Collect 10 dm3 of pond water in a bucket.

2. Count the number of tadpoles collected.

3. Put the tadpoles back into the pond.

4. Repeat steps 1 to 3 another three times in different parts of the pond.

5. Repeat steps 1 to 4 at intervals for 8 weeks.

03.1 Suggest one improvement to the method.

[1 mark]

Table 1 shows the results.

Table 1

Number of tadpoles in each sample

Sample

number

0 weeks 1 week 2 weeks 3 weeks 5 weeks 8 weeks

1 11 17 8 9 5 0

2 15 11 12 7 0 5

3 23 16 14 10 7 3

4 11 14 16 X 4 4

Totals 60 58 50 32 16 12

03.2 Value X is the number of tadpoles in sample 4, at 3 weeks.

Calculate value X.

[1 mark]

11 Value X =

03.3 Complete Figure 4 to show how the total number of tadpoles changed over the

8 weeks.

[4 marks]

You should:

• label the x-axis

• use a suitable scale for the x-axis

• plot the data for the total numbers of tadpoles from Table 1

• draw a line of best fit.

Figure 4

03.4 After 0 weeks, no more tadpoles hatched in the pond.

Calculate the percentage of the tadpoles that would still be found in the pond at

4 weeks compared with 0 weeks.

Use information from Figure 4.

[3 marks]

Percentage of tadpoles12 found at 4 weeks = %

03.5 After 4 weeks many of the tadpoles had died.

Suggest two reasons why the tadpoles died.

*11* [2 marks]

Mark scheme

Show the mark scheme Mark scheme for Question 3 totalling 11 marks. 03.1 awards 1 mark for sampling improvements such as collecting more samples, standardising collection depth, or not returning tadpoles until after the final sample. 03.2 awards 1 mark for 6. 03.3 awards 4 marks: 1 for linear scale and 'weeks' axis label, 2 for accurately plotting points, and 1 for a curved line of best fit. 03.4 awards 3 marks: 1 for reading values at 0 and 4 weeks, 1 for the calculation (value at 4 weeks divided by 60 multiplied by 100), and 1 for the correct answer (e.g. 36.7% or 37%). 03.5 awards 2 marks for reasons including disease, predation, lack of food, low oxygen, or temperature/pH changes.

Question 3

AO /

Question Answers Extra information Mark

Spec. Ref.

03.1 any one from: 1 AO3

4.7.2.1

• collect more samples each RPA9

time

• collect samples more allow suggested time interval

frequently

• use a bigger bucket / sample

• do not return tadpoles until allow a method to avoid double

after the fourth sample counting tadpoles

• sample at the same time of

day

• randomise collecting positions

• collect at range of depths

• standardised sweeps with a

net instead of a bucket

AO /

Spec. Ref.

03.2 6 if no answer on line, allow 1 AO2

answer in Table 1 4.7.2.1

– – –

RPA9

AO /

Spec. Ref.

03.3 correct linear scale and axis scale must use at least half 1 AO2

labelled weeks available space 4.7.2.1

RPA9

all points plotted correctly allow a tolerance of ½ small 2

square

allow 4 or 5 correct plots for 1

mark

curved line of best fit ignore line drawn point to point 1

AO /

Spec. Ref.

03.4 correct value at 0 and 4 weeks allow a tolerance of ½ small 1 AO2

from line on student’s graph, square 4.7.2.1

eg 60 and 22

correct calculation eg

× 100 1

36.7 allow 37 or 36.6... 1

allow correct calculation using

values from the student’s graph

if no line drawn on Figure allow

a calculation based on values of

60 and 24 for up to full marks

if line drawn on Figure but data

from table used (60 and 24) only–– –

mp2 and mp3 can be awarded

AO /

Spec. Ref.

03.5 any two from: 2 AO2

4.7.1.2

• disease / (named) pathogens 4.7.1.3

• being eaten or predators

• lack of food allow competition for food

ignore competition unqualified

• low oxygen (concentration allow eutrophication

in water)

• change in temperature

• change in pH

12 • (some of the) pond dried out allow lack of space

• toxic chemical allow named example such as

sewage / fertiliser

ignore pollution

ignore waste

Total Question 3 11

How to answer it

Sampling Pond Populations & Ecology: Tadpole Survival

📋 WHAT THIS QUESTION TESTS

Skills and knowledge assessed across Required Practical 9 (Field Investigations) and Ecology (4.7):

  • Sampling methodology: Suggesting realistic improvements to reduce sampling bias and avoid double-counting.
  • Data handling: Finding missing sample data from given totals.
  • Graph skills: Designing linear scales, accurate data plotting (±0.5 square tolerance), and drawing a smooth curved line of best fit.
  • Graph interpolation & percentages: Reading off interpolated values (week 4) and calculating a percentage of an original population.
  • Abiotic and biotic factors: Identifying causes of mortality in aquatic ecosystems (predators, food shortage, disease, dissolved oxygen, temperature, pH).
QUESTION 03.1 • 1 MARK

Suggest One Improvement to the Sampling Method

AO3 • Experimental Design & Field Technique

✅ Acceptable Improvements (Any one)

  • Prevent double counting: Do not return tadpoles to the pond until all 4 samples are taken.
  • Increase sample size: Collect more samples each time (e.g. 10 samples instead of 4) or use a larger volume/bucket.
  • Increase frequency: Sample more often (e.g. every week rather than jumping from 3 to 5 to 8 weeks).
  • Standardise technique: Use standardised sweeps with a pond net instead of scooping with a bucket.
  • Reduce spatial bias: Sample at a variety of different depths, or use random coordinates to choose sampling locations.
  • Control variables: Sample at the exact same time of day each week.

🧠 Exam Technique & Examiner Insights

Read the method carefully! Step 3 says: "Put the tadpoles back into the pond" before step 4: "Repeat... another three times in different parts".

If you immediately release mobile animals back into the pond, you risk catching the same individuals again (double counting). Highlighting this is an examiner favourite for aquatic sampling questions.

❌ Common Errors to Avoid

  • Too vague: Writing just "do it more times" without stating whether you mean repeating samples each week or sampling more weeks.
  • Impossible suggestions: Suggesting to "count all tadpoles in the entire pond" (unrealistic for a natural ecosystem).
Mark scheme: 1 mark for any valid, scientifically justified improvement.
QUESTION 03.2 • 1 MARK

Calculate Value X (Sample 4 at 3 Weeks)

AO2 • Mathematical Processing

📐 Step-by-Step Calculation

Look at the column for 3 weeks in Table 1:

  • Sample 1 = 9
  • Sample 2 = 7
  • Sample 3 = 10
  • Sample 4 = X
  • Total = 32

1. Sum the known samples: 9 + 7 + 10 = 26

2. Subtract from total: X = 32 - 26 = 6

Value X = 6

✅ Awarding Marks

Answer: 6

  • Full mark awarded if written on the answer line or clearly written into Table 1.
  • No working required for full credit, but showing working prevents simple addition slip-ups.
QUESTION 03.3 • 4 MARKS

Graph Construction: Total Tadpoles Over 8 Weeks

AO2 • Data Presentation & Graph Skills

Examiner Visualisation Guide:
  • X-axis: Labelled "Time in weeks" or "Weeks". Scale numbered evenly: e.g., 1 large square = 1 week (0 to 8 weeks spanning at least half the horizontal grid).
  • Data points (Totals to plot): (0, 60) , (1, 58) , (2, 50) , (3, 32) , (5, 16) , (8, 12) .
  • Line: A single, smooth curved line of best fit starting at (0, 60), descending steeply between weeks 2 and 4, then levelling out towards week 8.

💡 Mark Breakdown (4 Marks Total)

  • Mark 1 (Scale & Label): Correct linear scale using at least half the available grid space, and axis clearly labelled with units ("Time in weeks").
  • Marks 2 & 3 (Plotting):
    • All 6 points plotted correctly within ±0.5 small square = 2 marks.
    • 4 or 5 points plotted correctly = 1 mark.
  • Mark 4 (Line of Best Fit): Smooth, clean curved line of best fit reflecting the trend.

❌ Common Errors That Cost Marks

  • Plotting individual samples: Students accidentally plot sample 1, 2, 3, or 4 instead of the Totals row.
  • Non-linear scales: Spacing weeks unevenly (e.g. writing 0, 1, 2, 3, 5, 8 with equal gaps). Intervals must reflect the actual numbers of weeks!
  • Ruler join (point-to-point): Connecting points with straight zigzag lines instead of drawing a smooth curve.
  • Feathered lines: Sketchy, multiple overlapping lines rather than a single sharp pencil stroke.
QUESTION 03.4 • 3 MARKS

Calculate Percentage Remaining at 4 Weeks

AO2 • Graph Reading & Percentage Calculation

📐 Step-by-Step Calculation

Notice that week 4 was not in Table 1; you must read it directly from your line of best fit on Figure 4!

  1. Step 1: Read values from graph:
    Value at 0 weeks = 60
    Value at 4 weeks = 22 (allow ±0.5 small square tolerance, approx. 20–24 depending on curve).
  2. Step 2: Set up percentage formula:
    Percentage = (Number at 4 weeks ÷ Number at 0 weeks) × 100
    Percentage = (22 ÷ 60) × 100
  3. Step 3: Calculate the final percentage:
    22 ÷ 60 = 0.3666... × 100 = 36.7%

✅ Mark Allocation

  • Mark 1: Correct readings from student's own graph at 0 and 4 weeks (e.g., 60 and 22).
  • Mark 2: Correct method: (value at 4 weeks ÷ 60) × 100 .
  • Mark 3: Final answer (e.g. 36.7% or 37%).

🧠 Error-Carried-Forward (ECF)

Examiners award full marks if your calculation is completely correct based on your own line drawn in 03.3.

Warning: If you didn't draw a line, examiners allow values between 60 and 24 (midpoint estimate) for working marks.

QUESTION 03.5 • 2 MARKS

Suggest Two Reasons Why Tadpoles Died

AO2 • Ecosystems: Biotic & Abiotic Limiting Factors

✅ Acceptable Reasons (Choose any two)

  • Biotic Factors:
    • Predation / eaten by predators (e.g. fish, water beetles, birds).
    • Lack of food / starvation (or competition for food).
    • Infection / disease / named pathogen (e.g. fungus or virus).
  • Abiotic Factors:
    • Low dissolved oxygen concentration in pond water (e.g. due to eutrophication).
    • Change in temperature (water got too hot/cold).
    • Change in pH of the water (water became too acidic/alkaline).
    • Pond dried out / reduced water volume (lack of space).
    • Presence of toxic chemicals / named pollutant (e.g. pesticide runoff, fertiliser, sewage).

❌ Common Rejections (Examiner Traps)

  • "Competition" alone: You must state what they are competing for (e.g. "competition for food" is accepted; just "competition" is rejected).
  • "Pollution" or "Waste" alone: Too vague! Specify toxic chemicals, fertiliser runoff, or sewage.
  • "Metamorphosed into frogs": The question specifically states the tadpoles died, so metamorphosis is not accepted.

Topics

Biology · Required Practicals · B7: Ecology · Required Practicals

Question and mark scheme from the AQA GCSE Biology examination, Biology Paper 2 (Higher), June 2024. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.