Soluble saturated formations with the $\mathcal{P}_2$ property for finite groups

The finite groups that can be represented as a product of pairwise permutable subgroups with formational restrictions on factors and their partial products are studied. In particular, the description of solvable hereditary saturated formations of groups with the property $\mathcal{P}_2$ introduced by B. Amberg, A.S. Kazarin and Hefling is obtained.