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  • Superposition of Waves: Calculating Combined Amplitude
    The combined amplitude of two waves meeting at the same time depends on their phase difference. Here's why:

    * Waves are Superpositioned: When two waves meet, they don't collide and disappear. Instead, they superpose – they combine their amplitudes at each point in space.

    * Phase Matters: The way the waves combine depends on whether their crests and troughs align (in phase) or are offset (out of phase).

    Here are the possibilities:

    * In Phase: If the waves are in phase (crests align with crests, troughs align with troughs), their amplitudes add directly. The combined amplitude would be A + B.

    * Completely Out of Phase: If the waves are completely out of phase (crest aligns with trough), their amplitudes subtract. The combined amplitude would be A - B (or B - A, whichever is positive).

    * Partially Out of Phase: If the waves are partially out of phase, the combined amplitude will be somewhere between the in-phase and out-of-phase cases. You'd need to know the specific phase difference to calculate the exact combined amplitude.

    Important Note: This assumes the waves have the same frequency. If the frequencies are different, the superposition will be more complex and result in a changing combined amplitude.

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