Sound Energy by Ethan, Mrs. Mann's Class

Sound Energy by Ethan in Mrs. Mann's class is a captivating educational project showcasing different aspects of sound energy through engaging experiments and activities. The project, which delves into the fascinating world of sound waves and vibrations, provides valuable insights into the concept of energy transfer through sound. With a focus on hands-on learning and interactive demonstrations, this initiative aims to enhance students' understanding of sound energy in an immersive and enriching manner.

• Sound Energy
• Educational Project
• Hands-On Learning
• Mrs. Mann
• Ethan

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Uploaded on Sep 07, 2024 | 0 Views

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1. https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSjP8AH0bgjP-EuNyo89-7vRRvmpH_-8aXOMcAtaAwN7_lnq-mRhttps://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSjP8AH0bgjP-EuNyo89-7vRRvmpH_-8aXOMcAtaAwN7_lnq-mR Sound Energy By Ethan Mrs. Mann s Class

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data:image/jpeg;base64,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 What Makes Sound? How Does Sound Travel? What Makes Sound? How Does Sound Travel? Sound is created by vibrations. Vibrations are caused by something moving back and forth. Vibrations are too fast for you to see. Sound travels through energy waves called sound waves. No vibration makes no sound. When a string vibrates, it makes molecules of gases in the air next to it vibrate.

3. What Can Sound Go Through? Sound waves travel through the air to get to your ear. Since sound can travel through air, it can also travel through gases. You can tell that sounds travel through solids by just putting your ear onto a tabletop. You can tell that sounds travel through liquids by going underwater and talking.

4. What Is Pitch? How Can You Change The Pitch On A Stringed Instrument? How Does Frequency Affect Pitch? Pitch is sounds that are either high or low. To change the pitch on a stringed instrument you have to place one of your fingers on the string to make different sounds. Frequency affects pitch because when the frequency is high the pitch is also high, and when the frequency is low the pitch is also low. https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQsWiwN6ZsBpfkwxJfXpDIsYFWzjVZF8qq4Rd64t-eJKDH3Phh0 https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTrld8aA29N2LkITmLLCLr0pOjJMkHt2r0t8pEeiGm7vF7Jot1n https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQ4YXdMpfthR6ePQ4uvCA3NOBVgWhV2JvEeplmn6CK7TcYHvUpk1w

5. What Is Volume? How Does Energy Affect Volume? Volume is how loud or soft a sound is. Energy affects volume by the sound waves having more energy to make it louder, or less energy to make it softer. https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQk9PSKTnvIAflVeSV_ykW-3QM-hroqWc5Rlto82nfPXRvwDDaR

6. Describe How Reflection And Absorption Affect Sound. Give Real- World Examples Of Sound Reflection And Absorption. Reflection affects sound by bouncing the sound waves off of a hard surface. Absorption affects sound by absorbing a lot of the sound in smooth textured surfaces. One real-world example of reflection is when you scream into a piece of wood it will sound loud because the sound waves bounce off of the wood. One real-world example of absorption is when you scream into a pillow it sounds muffled because the sound is mostly absorbed into the pillow.

7. What is Echo? Give Real-World Examples of Some Places that would Create a Strong Echo. Echo is when you say something and the sound waves bounce off a surface and come back to you. One real-world place that can make echoes is the Grand Canyon. Another real-world example is if your in an underground cave. One more real-world example is when your in the shower.

8. https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRKtnPoL0_o5DFL9vm2V0r-Nf9A2Ls6Jmn87j7Fwepz1Z4CaiOGhttps://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRKtnPoL0_o5DFL9vm2V0r-Nf9A2Ls6Jmn87j7Fwepz1Z4CaiOG What is Echolocation? Give some Real-World Examples of Things or Animals that use Echolocation. Echolocation is when things or animals use sound waves to know what is around them. Bats use a form of echolocation instead of using sight. They send out high-pitched squeals and clicks into the air at their prey. Whales and dolphins also use echolocation. They bounce sound waves off objects to find out how far away they are.

9. Describe the Doppler Effect. Give a Real-World Example of This. The Doppler Effect is when a source of sound moves toward or away from you. One example of the Doppler Effect is when a police car speeds by you with the siren on. When the car comes closer the pitch is higher, and when it goes farther away the pitch is lower. https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcThXUdtcv4_k2RywJSB4a0VXj5umb7a7kWgPX0CVvz2eC_A05WM

10. The End