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  • Wavelength and Frequency Relationship: How Velocity Affects Wave Properties
    If you increase the wavelength of a wave while keeping the velocity constant, the frequency of the wave will decrease.

    Here's why:

    * Relationship: The relationship between wavelength (λ), frequency (f), and velocity (v) of a wave is given by the following equation:

    v = fλ

    * Constant Velocity: Since the velocity is constant, the product of frequency and wavelength must remain constant as well.

    * Increased Wavelength: If you increase the wavelength (λ), the frequency (f) must decrease to maintain the constant product and therefore keep the velocity constant.

    In simpler terms: Imagine a wave as a series of peaks and troughs. If you stretch the wave out (increase the wavelength), you'll have fewer peaks and troughs passing a given point per second, meaning the frequency decreases.

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