science
Grade-4-
Easy
Question
In the case of sound waves, _________shows its volume or loudness.
- Frequency
- Wavelength
- Amplitude
- Time
Hint:
The height of the wave is responsible for loudness.
The correct answer is: Amplitude
- Loudness of a sound wave depends on its amplitude.
- The maximum displacement or distance traveled by a point on an oscillating body or shaft, measured from the equilibrium position.
- Loudness is directly proportional to the amplitude.
- So, the correct option is c.
Related Questions to study
science
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-
science
What does the length of the red line represent in the picture of the wave shown below?
![](data:image/png;base64,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)
What does the length of the red line represent in the picture of the wave shown below?
![](data:image/png;base64,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)
scienceGrade-4-
science
What does the length of the red line represent in the picture of the sound wave shown below ?
![](data:image/png;base64,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)
What does the length of the red line represent in the picture of the sound wave shown below ?
![](data:image/png;base64,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)
scienceGrade-4-
science
In the case of longitudinal waves (like waves on a slinky),__________shows how much is the maximum compression or expansion in the slinky.
In the case of longitudinal waves (like waves on a slinky),__________shows how much is the maximum compression or expansion in the slinky.
scienceGrade-4-
science
What is the letter D in the graph represent?
![](data:image/png;base64,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)
What is the letter D in the graph represent?
![](data:image/png;base64,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)
scienceGrade-4-
science
The parameter _______ is not used to measure a wave.
The parameter _______ is not used to measure a wave.
scienceGrade-4-
science
The frequency of a sound wave represent its________.
The frequency of a sound wave represent its________.
scienceGrade-4-
science
The pitch of the sound is __________ when we go in the direction of the arrow in the given figure.
![](data:image/png;base64,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)
The pitch of the sound is __________ when we go in the direction of the arrow in the given figure.
![](data:image/png;base64,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)
scienceGrade-4-
science
In the direction of the arrow, the amplitude of the sound is increasing or decreasing in the given figure?
![](data:image/png;base64,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)
In the direction of the arrow, the amplitude of the sound is increasing or decreasing in the given figure?
![](data:image/png;base64,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)
scienceGrade-4-
science
What is the amplitude of the following wave in the figure?
![](data:image/png;base64,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)
What is the amplitude of the following wave in the figure?
![](data:image/png;base64,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)
scienceGrade-4-
science
What is the wavelength of the following wave in the figure?
![](data:image/png;base64,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)
What is the wavelength of the following wave in the figure?
![](data:image/png;base64,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)
scienceGrade-4-
science
The wave of which color has the maximum frequency in the given picture?
![](data:image/png;base64,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)
The wave of which color has the maximum frequency in the given picture?
![](data:image/png;base64,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)
scienceGrade-4-
science
The wave of which color has the minimum frequency in the given picture?
![](data:image/png;base64,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)
The wave of which color has the minimum frequency in the given picture?
![](data:image/png;base64,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)
scienceGrade-4-
science
In the light waves,__________ shows the brightness of the light.
In the light waves,__________ shows the brightness of the light.
scienceGrade-4-
science
What is the letter C in the graph represent?
![](data:image/png;base64,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)
What is the letter C in the graph represent?
![](data:image/png;base64,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)
scienceGrade-4-