1) Which Property of Sound Determines Its Loudness?
- Amplitude is the property of sound that determines its loudness.
- It is the maximum limit of the vibration produced by an object.
- Higher the amplitude, the higher the loudness.
2) How Do Sound Waves Travel Through the Air?
- Air is made up of molecules which have space between them.
- Soundwaves, while travelling through air, strike these molecules to produce vibrations which are transferred to the adjacent molecules.
- This phenomenon allows sound waves to travel through the air gradually.
- This process is quick and is completed in fractions of a second.
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)
3) Why Do Sound Waves Travel Faster in Water Than in the Air?
- The lesser the space between the atoms or molecules, the faster propagation of sound.
- The atoms in water are comparatively closer than the atoms in the air. Hence, sound travels faster in water.
4)
- Categorise the Following Into Noise and Music—
- The Sound of Firecrackers.
- The Sound of a Guitar.
- The Sound of Television at High Volumes.
- The Sound of Water Coolers.
- The Sound of a Whistle.
- The Sound Produced by a Mouth Organ.
The sound which is loud and unpleasant is categorised as noise.
Noise |
Music |
- The sound of firecrackers.
- The sound of television at high volumes.
- The sound of water coolers.
- The sound of a whistle.
|
- The sound of a guitar.
- The sound produced by a mouth organ.
|
5) Why Is a Female Voice Shriller Than a Male Voice?
- Voice is produced from vocal cords that are located in our throat region.
- These vocal cords are thin flaps of cartilage.
- These flaps of cartilage are thinner in females than in males.
- A thinner object can vibrate faster than a thicker object and is able to produce a high-pitched sound.
- Thus, the sound made by a female is shriller than that of a male.