The distance between a node and the nearest antinode of a standing sound wave in air is 5.73 m....
Question:
The distance between a node and the nearest antinode of a standing sound wave in air is 5.73 m. What is the frequency of this wave? (Use 343 m/s as the speed of sound in air.)
Wavelength:
When a wave travels in a medium, then the distance between the two adjacent nodes of the wave is equal to half of that wavelength of the wave. The distance between the node and antinode of a wave is always equal to half of the wavelength.
Answer and Explanation: 1
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Given Data
- The distance between the node and the nearest antinodes of a standing wave in air is; {eq}d = 5.73\;{\rm{m}} {/eq}
- The speed of air...
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Chapter 8 / Lesson 27Learn the wavelength formula, how to calculate wavelength, how to find a wavelength from frequency, and how to find and solve for a wavelength with examples.
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