  We study a generalization of the standard holographic p-wave superconductor
featuring two interacting vector order parameters. Basing our argument on the
symmetry and linear response properties of the model, we propose it as a
holographic effective theory describing a strongly coupled ferromagnetic
superconductor. We show that the two order parameters undergo concomitant
condensations as a manifestation of an intrinsically interlaced
electric/magnetic dynamics. Such intertwined dynamics is confirmed by the study
of the transport properties. We characterize thoroughly the equilibrium and the
linear response (i.e. optical conductivity and magnetic susceptibility) of the
model at hand by means of a probe approximation analysis. Some insight about
the effects of backreaction in the normal phase can be gained by analogy with
the s-wave unbalanced holographic superconductor.
