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This document contains instructions and problems related to group theory: 1) Define a group and related terms like associative, identity element, inverse element. 2) Determine if given sets with binary operations form groups by checking properties. 3) Prove that a finite set with an associative binary operation and identity element is a group if it satisfies cancellation laws. 4) Write out group tables for given groups of integers under addition and multiplication. 5) Prove Fermat

Author

Minesh Shah

Language

EN