science
Grade-5
Easy
Question
In this pyramid, _____ organism stores the highest amount of energy.
Hint:
The pyramid of energy states that autotrophs or producers have the highest energy content.
The correct answer is: Grass
- The amount of energy available decreases with the trophic level of the organism.
- The first level of the energy pyramid is made up of the producers and the energy contained inside them.
- Most of these producers are autotrophs.
Related Questions to study
science
A pyramid of energy is an upright pyramid that illustrates the flow of energy from consumers to producers.
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)
A pyramid of energy is an upright pyramid that illustrates the flow of energy from consumers to producers.
![](data:image/png;base64,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)
scienceGrade-5
science
The decomposers are not considered in any of the pyramids even though they form an important part of the various ecosystem.
The decomposers are not considered in any of the pyramids even though they form an important part of the various ecosystem.
scienceGrade-5
science
To compare the functional role of the trophic levels in an ecosystem, the energy pyramid is more suitable.
To compare the functional role of the trophic levels in an ecosystem, the energy pyramid is more suitable.
scienceGrade-5
science
The pyramid consists of a number of horizontal bars depicting specific trophic levels.
The pyramid consists of a number of horizontal bars depicting specific trophic levels.
scienceGrade-5
science
In a food pyramid, how much energy is lost from trophic level to trophic level?
In a food pyramid, how much energy is lost from trophic level to trophic level?
scienceGrade-5
science
What product of photosynthesis supplies energy for life forms?
What product of photosynthesis supplies energy for life forms?
scienceGrade-5
science
Plants are called producers because they 'produce' food in the form of carbohydrates during
Plants are called producers because they 'produce' food in the form of carbohydrates during
scienceGrade-5
science
Name the given biogeochemical (nutrient)cycle.
Name the given biogeochemical (nutrient)cycle.
scienceGrade-5
science
The food producer forms the base of the pyramid, and the top carnivore forms the tip.
The food producer forms the base of the pyramid, and the top carnivore forms the tip.
scienceGrade-5
science
The ecological pyramids are of three categories; the pyramid of numbers, the pyramid of _____, and the pyramid of energy.
The ecological pyramids are of three categories; the pyramid of numbers, the pyramid of _____, and the pyramid of energy.
scienceGrade-5
science
The energy pyramid is inverted.
The energy pyramid is inverted.
scienceGrade-5
science
The energy pyramid is usually larger at the bottom, but it reduces in size and becomes smaller as it goes up.
The energy pyramid is usually larger at the bottom, but it reduces in size and becomes smaller as it goes up.
scienceGrade-5
science
Energy transfers are always 100% efficient.
Energy transfers are always 100% efficient.
scienceGrade-5
science
The first law of thermodynamics says energy can be transformed from one form to another.
The first law of thermodynamics says energy can be transformed from one form to another.
scienceGrade-5
science
If the energy available to the plants from the sun is 20,000 J. What would be the energy available to the lion in the following food chain? Planta
Deer
Lion.
If the energy available to the plants from the sun is 20,000 J. What would be the energy available to the lion in the following food chain? Planta
Deer
Lion.
scienceGrade-5