Food Chain and Food Web for Class 5 Science
Through this concept, the students will learn about food chain and food web. Here the students will be introduced to various levels of the ecosystem in order.
After reading the concept, students will be able to:
- Understand the difference between producers and consumers.
- Know that primary consumers are herbivores.
- Analyse why are green plants called producers.
- Explain the role of decomposers in ecosystem.
- Explain the food web with example.
- Know that energy flow in an ecosystem is always unidirectional.
- Define trophic level in the ecosystem.
Each concept is explained to class 5 students using descriptions, illustrations, and concept maps. After you go through a concept, assess your learning by solving the two printable worksheets given at the end of the page.
Download the worksheets and check your answers with the worksheet solutions for the concept of Food Chain and Food Web provided in PDF format.
The chain that shows the transfer of matter and energy from one organism to another
in the form of food is called a food chain.
- Every organism needs energy for survival.
Plants depend on the sun for energy whereas, animals obtain energy from plants and other animals.
- Green plants utilise the energy from the sun for producing
food by the process of photosynthesis and are therefore called autotrophs.
Characteristics of a Food Chain:
- Plants lie at the base of all food chains-
This is because plants can synthesise their food by photosynthesis using water and
minerals in the presence of sunlight and chlorophyll. They are also called producers.
- Consumers lie at the second and successive trophic levels of a food chain—-
- The second trophic level is generally occupied by plant-eating animals (herbivores), also called primary consumers.
- In the following successive trophic levels lie the carnivores and omnivores.
- The organisms at third and fourth trophic levels are called secondary and tertiary consumers, respectively.
![producers, consumers and decomposers in the ecosystem](https://web.archive.org/web/20230131095020im_/https://www.orchidsinternationalschool.com/wp-content/uploads/2022/05/G5_4_Food-chain_consumers.jpg)
- Carbohydrates are broken down into simple sugars (glucose) after digestion.
- These sugars are utilised by the cells of our body for energy.
- The number of trophic levels in a food chain varies from three to five—
- The position of an organism in a food chain is defined as the trophic level.
The number of trophic levels in a food chain is not less than three and not more than five.
- The reason behind this is that energy is lost at each trophic level of a food chain,
and there is no energy or little energy left for transfer after five trophic levels.
- Shorter the food chain, the greater is the available energy.
- Every food chain ends with decomposers—
The dead plants and animal bodies are decomposed by the decomposers and are converted into simple nutrients.
These nutrients then get mixed with the soil.
Passage of Energy in a Food Chain:
Energy is transferred along food chains from one trophic level to the next. The amount of energy decreases with each successive trophic level as energy is lost at every trophic level for essential life processes.
What is Food Web:
A food web is the diagrammatic representation of the overall food relationships and interdependence between organisms in an ecosystem.
Features of the food web:
- A food web contains all the constituent food chains of an ecosystem.
- It comprises multiple food chains that can vary in the number of trophic
levels; some may be short while the others may be long.
- A food web comprises similar trophic levels as that of a food chain.
- There are five main trophic levels—
- Producers: Plants are called producers as they can make their own food.
- Primary consumers: Heterotrophs that feed on producers.ExamplesCaterpillar, grasshopper.
- Secondary consumers: Heterotrophs that feed on primary consumers.Examples: Frog, mouse.
- Tertiary consumers: Heterotrophs that feed on primary and secondary consumers.Examples: Lion, tiger, humans.
- Apex predators: Animals who hunt and feed on other animals. Examples: Fox, eagle.
- A food web depicts how organisms on different trophic levels interconnect with each other despite being a part of different food chains.
- This interconnection is analysed to understand the pattern of the flow of energy in an ecosystem.
- Examining food webs helps us understand the concepts of bioaccumulation and biomagnification of toxic substances in the ecosystem about which you will learn in higher grades.
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)
New Words:
Ecosystem: It is the smallest unit of environment where
the living and non-living components interact with each other.
Bioaccumulation: It is the build-up of toxic materials inside living organisms.
Biomagnification: It refers to the significant increase in the amount of a
toxic substance every time it moves up the levels of the food chain.
Did You Know?
The concept of the food chain was first put forward by the Arab scientist Al-Jahiz in the 9th century,
and the scientist who first proposed the idea of the food web was Charles Elton in 1927.