Various magnetic properties of samples of single-domain particles dispersed in a nonmagnetic matrix are examined as functions of the packing fraction

. The range of variability of

is from 0.0003 to 0.20. The squareness ratio and the rotational and alternating hysteresis integrals change with

, while the coercive field, the initial anhysteretic susceptibility, and the areas between the remanence curves are not dependent on

. These results are interpretated as a consequence of the formation of agglomerates interacting with each other, rather than as a consequence of analogous interactions among the single-domain particles which are in the aggregate.