INTRODUCTION TO ABSTRACT ALGEBRA 2016 Tutorial(Group 1)
Time: Tuesday 9-10 am
Venue: S4.36
Assignment:
You can either submit your work
(A) in person during the tutorial, or
(B) leave it in the RED folder (with my name on it) in the cupboard under label "T" outside S5.20.
After your work is marked (usually it takes a week), you can collect your work from the same RED folder mentioned above.
Tutorial Sheets:
Eucldiean_Algorithm (Tutorial 2)
Binary_Operations_and_Congruences (Tutorial 3)
Groups_and_Units_of_Z_n (Tutorial 4)
Permutations, More on Groups (Tutorial 5)
Subgroups, Orders of an element, D_4 (Tutorial 6)
Cyclic groups, Left Cosets, Fermat's Little Theorem (Tutorial 7)
Order Minimality Lemma, Homomorphisms and their kernels/images (Tutorial 8)
(A completed version)
Rings, Subrings and their Unit Groups (Tutorial 9)
(A completed version)
Ring Homomorphisms, Chinese Remainder Theorem, System of Congruences, Euler's Theorem (Tutorial 10)