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Sets; Binary operations; functions; partitions and equivalence relations; definition and examples of groups; elementary properties of groups; order of group elements; properties of the order of group elements; cyclic groups; subgroups, counting cosets and Lagrange's theorem; homomorphisms; quotient groups; the fundamental homomorphism theorem and its consequences; Definition and elementary properties of rings; integral domains.
Weekly Contact: Lecture: 3 hrs. Tutorial: 1 hr.
GPA Weight: 1.00
Course Count: 1.00
Billing Units: 1