proportional to the The wave speed on a stretched string is square root of the tension in the string. lower The fundamental frequency for standing waves proportional to on a stretched string is the inversely wave speed on the string. proportional to the square root of Therefore, when the musician increases the higher tension in the string, it makes the frequency inversely proportional to

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Chapter1: Units, Trigonometry. And Vectors
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A washtub bass is a simple instrument consisting of a string stretched between a pole and a metal washtub. The musician can play different notes by pulling back more or less on the pole.  Explain how this tuning method works.

### Understanding Wave Speed and Frequency on a Stretched String

#### Wave Speed and Tension

The wave speed on a stretched string is **proportional to the square root of** the tension in the string.

#### Fundamental Frequency and Wave Speed

The fundamental frequency for standing waves on a stretched string is **proportional to** the wave speed on the string.

#### Effect of Increasing Tension on Frequency

Therefore, when the musician increases the tension in the string, it makes the frequency **higher**.
Transcribed Image Text:### Understanding Wave Speed and Frequency on a Stretched String #### Wave Speed and Tension The wave speed on a stretched string is **proportional to the square root of** the tension in the string. #### Fundamental Frequency and Wave Speed The fundamental frequency for standing waves on a stretched string is **proportional to** the wave speed on the string. #### Effect of Increasing Tension on Frequency Therefore, when the musician increases the tension in the string, it makes the frequency **higher**.
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