science
Grade-4-
Easy
Question
While we throw a ball in the direction of waves, the waves transfer _____ to the ball
- Heat
- Energy
- Sound
- None of these
Hint:
While a ball is thrown in the direction of waves, the waves transfer energy to the ball.
The correct answer is: Energy
- The energy in the waves is dependent on their frequency and amplitude.
- The energy is transferred to an object that is moving along the waves.
- When a ball is thrown in the direction of a wave, it drives the energy from the wave.
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What is the wavelength of the following wave in the figures?
![](data:image/png;base64,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)
What is the wavelength of the following wave in the figures?
![](data:image/png;base64,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)
scienceGrade-4-