  Many supermassive black holes (SMBH) of mass $10^{6\sim9}M_{\odot}$ are
observed at the center of each galaxy even in the high redshift ($z\approx7$)
Universe. To explain the early formation and the common existence of SMBH, we
proposed previously the SMBH formation scenario by the gravitational collapse
of the coherent dark matter (DM) composed from the Bose-Einstein Condensed
(BEC) objects. A difficult problem in this scenario is the inevitable angular
momentum which prevents the collapse of BEC. To overcome this difficulty, in
this paper, we consider the very early Universe when the BEC-DM acquires its
proper angular momentum by the tidal torque mechanism. The balance of the
density evolution and the acquisition of the angular momentum determines the
mass of the SMBH as well as the mass ratio of BH and the surrounding dark halo
(DH). This ratio turns out to be
$M_{BH}/M_{DH}\approx10^{-3\sim-5}(M_{tot}/10^{12}\mathrm{M}_{\odot})^{-1/2}$
assuming simple density profiles of the initial DM cloud. This estimate turns
out to be consistent with the observations at $z\approx0$ and $z\approx6$,
although the data scatter is large. Thus the angular momentum determines the
separation of black and dark, \textsl{i.e. }SMBH and DH, in the original DM
cloud.
