  We perform the comprehensive comparison of properties of the condensate and
superfluid densities for the $N$-component three-dimensional Bose gas with the
symmetric inter- and intraspecies short-range interaction between particles. In
particular, based on the large-$N$ expansion approach for many-boson systems we
obtain general expression for density of the superfluid component that at very
low temperatures reproduce the well-know Landau's formula and non-trivially
includes the thermal fluctuations in the finite-temperature region, and compare
it to the condensate density calculated previously. The numerically evaluated
temperature dependencies are in a qualitatively good agreement with the results
of Monte Carlo simulations.
