When sound propagates outdoors, what physical law governs the rapid drop in sound energy intensity as distance from the source increases?

Answer

Inverse square law ($I imes 1/r^2$)

As sound energy spreads spherically, its intensity decreases according to the inverse square law, meaning that doubling the distance reduces the intensity to one-fourth of its previous level.

When sound propagates outdoors, what physical law governs the rapid drop in sound energy intensity as distance from the source increases?

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