questions 3,4,5,6,7 are all similar type questions, please advise 2 attachments cover the questions asked in the terminology the teacher wants, thanks Prove that if....
Prove the distributive law...(see attached)
See attached Let R be the relation on the set {1,2} defined by 2R2 and the relation R holds for no other ordered pair except the pair (2,2). Show that R has exactly two of the three defining properties of an equivalence relation.
Write out the multiplication table for Z_6. Show exactly two elements have a multiplicative inverse...(see attached)
See attached 1-5... Let R be a ring with identity c and let A be an ideal....
See attached Let n=md, with m and d being positive integers. Show that the principal ideal generated by [m] in Z_n has exactly d elements....
please assist with 1 and 2 and then 3, 4, 5. thanks, and by the weekend is fine, this is all for this week as i will study this for Monday exam. thanks
Find the required roots and express them in algebraic form...(see attached). Skip #9.
Abstract Algebra : Factorization
Please assist with 10 questions circled (except question 4). Please see the attached file for the fully formatted problems.
See attached Which of the following sets are groups...
