27. A tuning fork that vibrates at a frequency 680 Hz is placed over an 80-centimeter-long cylinder that is completely filled with water. The water is then allowed to drain out, creating an air column of varying length above the surface of the water and inside the cylinder. Find the distances d between the top of the cylinder and the surface of the water for which the air column will resonate at 680 Hz. Assume that the speed of sound is 340 m/s.

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ISBN:9781305952300
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Chapter1: Units, Trigonometry. And Vectors
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Please do question #27

**13. Standing Waves**

**27.** A tuning fork that vibrates at a frequency of 680 Hz is placed over an 80-centimeter-long cylinder that is completely filled with water. The water is then allowed to drain out, creating an air column of varying length above the surface of the water and inside the cylinder. Find the distances \( d \) between the top of the cylinder and the surface of the water for which the air column will resonate at 680 Hz. Assume that the speed of sound is 340 m/s.

**28.** An open-open pipe on a truck driving down the street has a total length of 21 cm. It produces a sound wave that is the 6th harmonic of the pipe. An identical pipe on the ground...
Transcribed Image Text:**13. Standing Waves** **27.** A tuning fork that vibrates at a frequency of 680 Hz is placed over an 80-centimeter-long cylinder that is completely filled with water. The water is then allowed to drain out, creating an air column of varying length above the surface of the water and inside the cylinder. Find the distances \( d \) between the top of the cylinder and the surface of the water for which the air column will resonate at 680 Hz. Assume that the speed of sound is 340 m/s. **28.** An open-open pipe on a truck driving down the street has a total length of 21 cm. It produces a sound wave that is the 6th harmonic of the pipe. An identical pipe on the ground...
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