Physics
Grade-9
Easy
Question
Find the odd one out:
Hint:
Geothermal energy is thermal energy generated and stored in the Earth.
The correct answer is: ![](data:image/png;base64,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)
Geothermal energy is the odd one here.
- Geothermal energy is produced by the heat inside the earth's surface.
- As heat is continuously produced on the earth, it is a renewable form of energy.
- Electricity can be generated from geothermal energy.
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