AQA RP3 context · practical reasoning

Osmosis: compare tissue and solution

Investigate the effect of external sucrose concentration on the mass change of comparable plant-tissue pieces.

Each piece starts at 2.00 g. All pieces spend the same stated interval in solution. The example uses separate pieces from comparable tissue; it does not represent independent plants. Final masses are measured with a consistent blotting method.

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Check three design decisions, work through two calculations, then evaluate the evidence. Your entered work saves in this browser.

All design choices and example data

What should be varied?
  • Vary external sucrose concentration between comparable tissue treatments. The intended comparison changes external solution concentration. This is the suitable option for the stated question.
  • Use progressively thinner tissue pieces as sucrose concentration increases. Thickness changes surface area relative to volume and may alter the extent of water exchange in the fixed interval.
  • Use tissue from a different plant source for each sucrose concentration. Tissue composition could then vary with concentration. That would confound the intended comparison.
Which calculation gives percentage mass change?
  • (Final mass − initial mass) ÷ final mass × 100. Percentage change uses initial mass as its reference. Using final mass changes the denominator and the result.
  • Final mass ÷ initial mass × 100. That gives final mass as a percentage of initial mass. Subtract the initial mass first to calculate percentage change.
  • (Final mass − initial mass) ÷ initial mass × 100. Subtract initial mass to find the change, then use initial mass as the reference. A loss gives a negative result. This is the suitable option for the stated question.
Which control approach is useful?
  • Weigh each piece straight from solution without removing surface liquid. Surface solution contributes to the reading. Its amount may vary, so use a consistent blotting method.
  • Use comparable tissue dimensions, exposure time and consistent blotting. These reduce differences unrelated to external concentration. This is the suitable option for the stated question.
  • Leave the larger pieces immersed for longer to compensate for their size. Changing both dimensions and exposure time prevents a comparable concentration test. Standardise both instead.

Matched example

Pieces are measured after consistent blotting.

Final mass / g (initial mass 2.00 g) · 3 readings per condition · Matched example
Sucrose concentration / mol dm⁻³Reading 1Reading 2Reading 3
02.232.242.25
0.22.132.142.15
0.42.032.042.05
0.61.931.941.95
0.81.831.841.85
Calculation questions and worked method

Calculate percentage mass change at 0.40 mol dm⁻³, using the mean final mass.

Mean = (2.03 + 2.04 + 2.05) ÷ 3 = 2.04. Percentage change = (2.04 − 2) ÷ 2 × 100 = 2%.

Estimate the zero-mass-change concentration by local linear interpolation, in mol dm⁻³.

The adjacent bracket is 0.4 mol dm⁻³ (2%) to 0.6 mol dm⁻³ (-3%). Local interpolation = 0.4 − (2 × 0.2 ÷ -5) = 0.48 mol dm⁻³. This estimate does not establish identical solute composition.

Surface solution remains on pieces

This example adds surface-fluid mass, increasing with concentration. It illustrates a measurement bias rather than predicting tissue water uptake.

Final mass / g (initial mass 2.00 g) · 3 readings per condition · Surface solution remains on pieces
Sucrose concentration / mol dm⁻³Reading 1Reading 2Reading 3
02.232.242.25
0.22.162.172.18
0.42.092.12.11
0.62.022.032.04
0.81.951.961.97
Calculation questions and worked method

Calculate percentage mass change at 0.40 mol dm⁻³, using the mean final mass.

Mean = (2.09 + 2.1 + 2.11) ÷ 3 = 2.1. Percentage change = (2.1 − 2) ÷ 2 × 100 = 5%.

Estimate the zero-mass-change concentration by local linear interpolation, in mol dm⁻³.

The adjacent bracket is 0.6 mol dm⁻³ (1.5%) to 0.8 mol dm⁻³ (-2%). Local interpolation = 0.6 − (1.5 × 0.2 ÷ -3.5) = 0.68571 mol dm⁻³. This estimate does not establish identical solute composition.

Evaluation prompt

Explain how the different blotting assumptions change the apparent zero-mass-change estimate. Suggest an improvement and explain why even a well-measured zero crossing does not establish identical solute composition inside and outside the tissue.

Example explanation and self-check points

Surface fluid raises the measured final mass in the biased example, moving its apparent zero crossing towards a higher external concentration. Consistent blotting, tissue dimensions and exposure time make the comparison more defensible. A local zero crossing estimates a condition with no net mass change under the method used; it does not show that the tissue and solution contain identical solutes. Separate pieces can reveal variation, but pieces from one tissue source do not represent every plant.

  • I link retained surface fluid to a shifted apparent zero crossing.
  • I propose consistent blotting with comparable tissue and exposure conditions.
  • I limit the inference from zero mass change and from pieces sharing one tissue source.

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