  We study numerical solutions corresponding to spherically symmetric
gravitating electroweak monopole and magnetically charged black holes of the
Einstein-Weinberg-Salam theory. The gravitating electroweak monopole solutions
are quite identical to the gravitating monopole solution in SU(2)
Einsten-Yang-Mills-Higgs theory, but with distinctive characteristics. We also
found solutions representing radially excited monopole, which has no
counterpart in flat space. Both of these solutions exist up to a maximal
gravitational coupling before they cease to exist. Lastly we also report on
magnetically charged non-Abelian black holes solutions that is closely related
to the regular monopole solutions, which represents counterexample to the
`no-hair' conjecture.
