Abstract
A theory is studied of the supersymmetric motion of a spin- 1 2 particle with SU(2) colour in a Wu-Yang monopole background, in which H = Q 0 2 relates Hamiltonian and supercharge. Two additional supercharges which anticommute with Q 0 are found so that the theory possesses a hidden N = 2 supersymmetry algebra {Q i, Q j} = δ ij 1 2 (J 2+ constant) , i, j = 1, 2, where J is the conserved total angular momentum.
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