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  • Wavelength and Frequency: Understanding the Inverse Relationship
    If the frequency of a vibrating object decreases, the wavelength of the resulting wave increases.

    Here's why:

    * Frequency and Wavelength Relationship: The frequency (f) and wavelength (λ) of a wave are inversely proportional. This means that as one increases, the other decreases. This relationship is described by the following equation:

    v = fλ

    where:

    * v is the wave speed (constant for a given medium)

    * f is the frequency

    * λ is the wavelength

    * Decreasing Frequency: If the frequency of the vibrating object decreases, the wave is vibrating slower. This means that fewer wave crests (or troughs) pass a point per second.

    * Increasing Wavelength: To maintain the constant speed of the wave (which is determined by the medium), the distance between wave crests (wavelength) must increase to compensate for the slower frequency.

    In simpler terms: Imagine a group of people walking. If they walk slower (lower frequency), the distance between each person (wavelength) will need to increase to keep the overall speed of the group the same.

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