Biology
Energy transfer and experimental design
- 1.
Primary producers capture 20000 kJ m^-2 year^-1. Herbivores gain 1800 kJ m^-2 year^-1 in biomass. Calculate energy-transfer efficiency and give two reasons why it is below 100%.
[3 marks] · no calculatorAnswer explanation
Draft walkthroughs are based on marking guidance, not independently verified derivations.
- The useful output is new herbivore biomass, so divide its energy by the producer energy input.
- 0.09 is a fraction; multiplying by 100 expresses it as a percentage.
- Energy is conserved overall, but not all incoming energy becomes biomass at the next trophic level.
Marking points
- Efficiency = (1800/20000) x 100 = 9%.
- Some plant material is not eaten or is not digested and assimilated.
- Respiration transfers energy to the surroundings as heat rather than new herbivore biomass.
Examiner tip: Say energy is transferred or dissipated, not destroyed.
- 2.
Design an investigation into the effect of light intensity on photosynthesis in an aquatic plant using oxygen volume produced per minute. Explain how you would improve validity and reliability.
[4 marks] · no calculatorAnswer explanation
Draft walkthroughs are based on marking guidance, not independently verified derivations.
- Only light should change systematically. A lamp may heat the water, so use a controlled-temperature bath or heat shield.
- Collect gas volume rather than just counting bubbles: different bubble sizes make bubble counts less comparable.
- Acclimatisation reduces transient effects. Replication lets you assess variability; repeated results do not by themselves remove systematic bias.
Marking points
- Vary measured light intensity and measure oxygen volume over equal time intervals.
- Control temperature, dissolved carbon dioxide and plant size/species.
- Allow acclimatisation at each intensity before taking measurements.
- Repeat measurements and calculate a mean, inspecting anomalous results.
Examiner tip: Name the controlled variable and explain how it is controlled, not simply 'keep everything the same'.
- 3.
A monohybrid cross predicts a 3:1 phenotype ratio. Observed counts are 72 dominant and 28 recessive. Calculate chi-squared. Using a 5% critical value of 3.84 for one degree of freedom, interpret the result.
[5 marks]Answer explanation
Draft walkthroughs are based on marking guidance, not independently verified derivations.
- Compute expected frequencies from the proposed ratio, not from the observations being tested.
- Both deviations have magnitude 3. Square each and divide by its own expected count before adding.
- Assuming independent observations and suitable expected counts, the discrepancy is insufficient to reject this ratio at the stated threshold.
Marking points
- Expected counts are 75 and 25 out of 100.
- Chi-squared = (72 - 75)^2/75 + (28 - 25)^2/25.
- Chi-squared = 0.12 + 0.36 = 0.48.
- 0.48 < 3.84, so do not reject the null hypothesis at 5%.
- The data are consistent with 3:1; this does not prove the model is true.
Examiner tip: 'Fail to reject' is not 'prove'. Check test assumptions before interpreting a significance test.
Marking points are indicative, not an official mark scheme. Accept equivalent valid methods and supported interpretations that address the task; award each mark once without requiring the model wording.