Light & the Rate of Photosynthesis (Edexcel GCSE Biology): Revision Note

Exam code: 1BI0

Lára Marie McIvor

Written by: Lára Marie McIvor

Reviewed by: Lucy Kirkham

Updated on

Light & the Rate of Photosynthesis

Higher tier only

  • The intensity of the light available to a plant determines the amount of energy that it has to carry out photosynthesis

    • This means that more light a plant receives, the faster the rate of photosynthesis

    • In other words, the rate of photosynthesis is directly

      proportional to light intensity

  • However, the intensity of the light available to a plant depends on how far the light source is from the plant

    • The further away a plant is from a light source, the lower the rate of photosynthesis

    • In other words, the rate of photosynthesis is inversely

      proportional to the distance from the light source

Light intensity & distance

  • A light meter can be used to measure light intensity

  • Light intensity outside (natural light) changes gradually throughout the day as the sun rises and sets

  • Artificial light sources (e.g. bulbs) can also vary in light intensity when they are at different distances from a plant

  • As a light source gets further away from a plant (i.e. as the distance from a light source increases), the light intensity decreases

    • Also, therefore, as the distance decreases, the light intensity increases

  • This means that light intensity is inversely proportional to the distance between the plant and the light source

  • Light intensity actually decreases in proportion to the square of the distance - this is known as the inverse square law

    • Therefore, the inverse square law is as follows:

light intensity ∝ 1 ÷ distance2

  • For example, if the distance between a plant and a light source was doubled, the light intensity would be four times smaller

Examiner Tips and Tricks

Here are a couple of tips to help you understand the inverse square law:

  • The symbol '∝' means "is proportional to"

  • If 'x' is inversely proportional to 'y', it is also true to say that 'x' is proportional to '1 ÷ y'

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Lára Marie McIvor

Author: Lára Marie McIvor

Expertise: Content Creator

Lára graduated from Oxford University in Biological Sciences and has now been a science tutor working in the UK for several years. Lára has a particular interest in the area of infectious disease and epidemiology, and enjoys creating original educational materials that develop confidence and facilitate learning.

Lucy Kirkham

Reviewer: Lucy Kirkham

Expertise: Content Creator

Lucy has been a passionate Maths teacher for over 12 years, teaching maths across the UK and abroad helping to engage, interest and develop confidence in the subject at all levels.Working as a Head of Department and then Director of Maths, Lucy has advised schools and academy trusts in both Scotland and the East Midlands, where her role was to support and coach teachers to improve Maths teaching for all.