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Determine how many one-to-one correspondences are possible between two sets, {n. y, z, w. must match with 1. c. If in each correspondence n, (, and s must match with an odd number a. There are possible one to one correspondences between the sets if n must match with 3 b. There are possible one-to-one correspondences between the sets if n must match with 3 and : must match with 1 2. There are possible one-to-one correspondences between the sets if n, y, and z must match with an odd number