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The term cos(kx-wt) in the wave equation represents the spatial and temporal variation of a wave. The cosine function describes the oscillatory behavior of the wave as it propagates in space (x) and time (t). The wave number k determines the spatial frequency of the wave, while the angular frequency w determines the temporal frequency. The term cos(kx-wt) helps to describe how the wave amplitude changes as it moves through space and time.

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