±«Óătv

Maths - Calculating percentage gain and loss of mass in osmosis

Analysing results

The investigation cannot be based on changes in from just one potato cylinder. In scientific tests, we must ensure a number of examples are used to allow for results and variation.

Percentage changes in mass must be calculated for each cylinder and calculated.

A graph is plotted of change in mass, in per cent, against of . Concentrations of solutions are shown as percentages. A larger number means a higher concentration.

Where potato cylinders have gained in mass, the change will be positive. Where potato cylinders have decreased in mass, the change will be negative.

Concentration of sucrose %Average change in mass (%)
0+26.8
20+5.0
40−7.7
60−17.9
80−26.0
100−31.4
Concentration of sucrose %0
Average change in mass (%)+26.8
Concentration of sucrose %20
Average change in mass (%)+5.0
Concentration of sucrose %40
Average change in mass (%)−7.7
Concentration of sucrose %60
Average change in mass (%)−17.9
Concentration of sucrose %80
Average change in mass (%)−26.0
Concentration of sucrose %100
Average change in mass (%)−31.4
A graph showing the change of mass and the concentration of sucrose.

Where the plotted line crosses the horizontal axis at 0 per cent change in mass, the sucrose concentration of the solution is equal to the concentration of the contents of the potato cells. Therefore, the concentration of the water in the outer solution is equal to the concentration of the water inside the cells.

This can be identified on the graph as the point which shows no movement of water by , which would be represented by a change in mass.

Question

What is the concentration of in the cells of the potato in this investigation?