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  • Factors Influencing Wavelength of Mechanical Waves
    The wavelength of a mechanical wave moving through a medium is affected by the following factors:

    1. Frequency:

    * Direct relationship: Wavelength is inversely proportional to frequency. This means a higher frequency wave will have a shorter wavelength, and a lower frequency wave will have a longer wavelength.

    * Formula: wavelength (λ) = wave speed (v) / frequency (f)

    2. Speed of the wave:

    * Direct relationship: Wavelength is directly proportional to the speed of the wave. A faster wave will have a longer wavelength, and a slower wave will have a shorter wavelength.

    * Formula: wavelength (λ) = wave speed (v) / frequency (f)

    3. Properties of the medium:

    * Density: A denser medium generally slows down the wave, leading to a shorter wavelength.

    * Elasticity: A more elastic medium allows the wave to propagate faster, leading to a longer wavelength.

    * Temperature: Temperature can affect the density and elasticity of the medium, thereby influencing the wave speed and wavelength.

    Example:

    Consider a sound wave travelling through air. If the frequency of the sound wave increases (e.g., from a low bass note to a high-pitched note), the wavelength will decrease. This is because the speed of sound in air remains relatively constant, so a higher frequency means a shorter wavelength.

    Important Note:

    Mechanical waves require a medium to travel. The properties of this medium significantly influence the wave's speed and, consequently, its wavelength.

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