Physics
Grade-10
Easy
Question
Which energy conversion takes place in the power plant shown.
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)
- wind to electrical
- wind to light
- wind to sound
- wind to chemical
Hint:
Wind energy to electrical energy.
The correct answer is: wind to electrical
- In a Wind mill, Wind energy is converted into electrical energy with the help of generator.
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