  We show that, for a generic choice of a point on the Coulomb branch of any
N=2 supersymmetric gauge theory, it is possible to find a superpotential
perturbation which generates a metastable vacuum at the point. For theories
with SU(N) gauge group, such a superpotential can be expressed as a sum of
single-trace terms for N=2 and 3. If the metastable point is chosen at the
origin of the moduli space, we can show that the superpotential can be a
single-trace operator for any N. In both cases, the superpotential is a
polynomial of degree 3N of the vector multiplet scalar field.
