The Bulk modulus of a spherical object is B of it is subjected to inform pressure P, the fractional decrease in radius is
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Hence, if a spherical object having bulk modulus $B$ is subjected to uniform pressure $p$, the fractional decrease in radius is given as $\dfrac{{ - p}}{{3B}}$. Note: Actually, the bulk change in pressure involved in bulk modulus is infinitesimally small and so is the change in volume.
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