science
Grade-5
Easy
Question
There is a gradual increase in the amount of energy transferred from one trophic level to the next trophic level in a food chain
- True
- False
Hint:
Only a fraction of the energy available at one trophic level is transferred to the next trophic level.
The correct answer is 'False'.
The correct answer is ‘decrease’.
- Because energy is lost as metabolic heat during the transmission of energy, the amount of energy decreases from one trophic level to the next.
- It is ineffective to transfer energy between trophic levels.
- Only around 10% of the net productivity at one level is carried over to the next level as net productivity.
Related Questions to study
science
The first law of thermodynamics relates to quantities of energy
The first law of thermodynamics relates to quantities of energy
scienceGrade-5
science
Energy transfers within food webs are governed by only the second law of thermodynamics.
Energy transfers within food webs are governed by only the second law of thermodynamics.
scienceGrade-5
science
10% law of energy transfer was proposed by
10% law of energy transfer was proposed by
scienceGrade-5
science
The transfer of energy in a food chain is always
The transfer of energy in a food chain is always
scienceGrade-5
science
In the process of photosynthesis, solar energy is converted into
In the process of photosynthesis, solar energy is converted into
scienceGrade-5
science
What is the term for each step in the transfer of energy and matter within a food web?
What is the term for each step in the transfer of energy and matter within a food web?
scienceGrade-5
science
scienceGrade-5
science
scienceGrade-5
science
Write one human activity that increased the rate of release of this gas into the atmosphere.
Write one human activity that increased the rate of release of this gas into the atmosphere.
scienceGrade-5
science
Name an activity of the living organisms not depicted in the cycle by which this nutrient is returned to the atmosphere
Name an activity of the living organisms not depicted in the cycle by which this nutrient is returned to the atmosphere
scienceGrade-5
science
Name the given biogeochemical (nutrient)cycle.
Name the given biogeochemical (nutrient)cycle.
scienceGrade-5
science
Name the given biogeochemical (nutrient)cycle.
Name the given biogeochemical (nutrient)cycle.
scienceGrade-5
science
Nitrogen is important because both plants and animals need nitrogen for growth and to produce___.
![](data:image/png;base64,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)
Nitrogen is important because both plants and animals need nitrogen for growth and to produce___.
![](data:image/png;base64,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)
scienceGrade-5
science
When water is _____, it changes to steam.
When water is _____, it changes to steam.
scienceGrade-5
science
The_____ includes water above, below and on the surface of the earth.
The_____ includes water above, below and on the surface of the earth.
scienceGrade-5