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  • Wave Speed, Wavelength & Frequency: Understanding the Relationship
    When the speed and length of a wave decrease, the frequency of the wave increases.

    Here's why:

    * Speed (v), Wavelength (λ), and Frequency (f) are related by the following equation:

    v = fλ

    * Speed: The speed of a wave is how fast it travels through a medium.

    * Wavelength: The wavelength is the distance between two consecutive crests or troughs of a wave.

    * Frequency: The frequency is the number of waves that pass a point in a given amount of time.

    Let's break down the scenario:

    1. Decreasing Speed: If the speed of a wave decreases, it means the wave is traveling slower.

    2. Decreasing Wavelength: If the wavelength decreases, it means the distance between crests or troughs is shorter.

    3. To maintain the equation (v = fλ), if the speed and wavelength are decreasing, the frequency must increase to compensate.

    In simpler terms:

    Imagine a series of waves on a lake. If the waves are moving slower (decreased speed) and the distance between each wave is shorter (decreased wavelength), it means more waves will pass a certain point in the same amount of time (increased frequency).

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