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NotesBiologyTopic 2.5Surface area-to-volume ratios and constraints on cell size
Back to Biology Topics
2.5.63 min read

Surface area-to-volume ratios and constraints on cell size

IB Biology · Unit 2

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Contents

  1. 1SA:V ratio and the size of cells
  2. 2Exam-style question (step by step)
The big idea: As a cell gets bigger its volume grows faster than its surface area, so the SA:V ratio falls and exchange cannot keep up.

The points to remember

  • Materials enter and leave across the surface, so the rate of exchange depends on the surface area.
  • The need for exchange (oxygen used, waste made) depends on the volume of the cell.
  • When a cell doubles its length, its area is multiplied by 4 but its volume by 8, so SA:V halves.
  • A large cell would not exchange materials fast enough, so cells stay small or divide.
  • A cube is a simplified model of a cell: real cells are not cubes, but area and volume scale the same way.
Remember it as: Bigger cell, smaller ratio, slower exchange per unit of cell.
For a cube of side LFormula
Surface area6 × L × L
VolumeL × L × L
SA:V ratiosurface area ÷ volume
Cubes of side 1, 2 and 3 cm with a table: surface areas 6, 24 and 54 square centimetres, volumes 1, 8 and 27 cubic centimetres, SA:V ratios 6, 3 and 2 to 1; the ratio falls; area sets the rate of exchange, volume sets the need
Why big cells exchange too slowly.
Real example: a bacterium and an egg: An E. coli bacterium is only about 2 µm long, so its surface area is large compared with its volume. It takes in food fast enough to divide every 20 minutes in good conditions, far faster than a large cell could.

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How it is asked: Expect a Paper 1A item on how SA:V and the rate of exchange change as a cell grows, a cube calculation, or a Paper 2 Explain or Suggest about size, heat or exchange.
IB-style questionExplain[2 marks]

Explain why cells cannot keep growing larger without limit.

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A model cell is a cube with sides of 4 µm.

its surface area-to-volume ratio.
[2 marks]

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