Supersymmetric algebra has been constructed in terms of spinorial charges in complex C-3-space consisting of symmetrical spatial and temporal components and the supersymmetric quantum mechanics has been formulated by identifying the additional temporal components of this space as supertime anticommuting variables. Superfields, super-potentials and covariant derivatives have been derived in terms of anticommuting operators constructed by using additional temporal components of C-3-space and it has been shown that the supersymmetry is weakly broken in these extra temporal dimensions.