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  • Proton vs. Golf Ball: Which Has a Longer Wavelength? Explained
    The proton would have a larger wavelength. Here's why:

    * De Broglie Wavelength: The concept of wave-particle duality states that all matter exhibits wave-like properties. The wavelength of a particle is given by the de Broglie equation:

    λ = h / p

    Where:

    * λ is the wavelength

    * h is Planck's constant (a very small value)

    * p is the momentum of the particle (mass x velocity)

    * Momentum and Wavelength: The equation shows that wavelength is inversely proportional to momentum. This means:

    * Higher momentum = Smaller wavelength

    * Lower momentum = Larger wavelength

    * Proton vs. Golf Ball:

    * Proton: Protons are incredibly small and have a tiny mass. Even at a slow speed, their momentum is relatively low. This results in a larger wavelength.

    * Golf Ball: A golf ball is much larger and heavier. Even at a high speed, its momentum is significantly higher than a slow-moving proton. This means the golf ball's wavelength will be much smaller.

    In summary: Even though a golf ball is moving much faster, the proton's smaller mass and lower momentum result in a significantly larger wavelength.

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