Arjun Suresh (talk | contribs) (Created page with "Which one of the following in '''NOT''' necessarily a property of a Group? '''(A) Commutativity''' (B) Associativity (C) Existence of inverse for every element (D) ...") |
Arjun Suresh (talk | contribs) |
||
(4 intermediate revisions by the same user not shown) | |||
Line 1: | Line 1: | ||
− | Which one of the following | + | Which one of the following is '''NOT''' necessarily a property of a Group? |
+ | |||
'''(A) Commutativity''' | '''(A) Commutativity''' | ||
Line 9: | Line 10: | ||
==={{Template:Author|Happy Mittal|{{mittalweb}} }}=== | ==={{Template:Author|Happy Mittal|{{mittalweb}} }}=== | ||
− | By definition, in a group, commutativity is not necessary. So option (A) is correct. | + | By definition, in a group, commutativity is not necessary. So option '''(A)''' is correct. |
{{Template:FBD}} | {{Template:FBD}} | ||
− | + | ||
[[Category: GATE2009]] | [[Category: GATE2009]] | ||
− | [[Category: Graph Theory questions | + | [[Category: Graph Theory questions from GATE]] |
− |
Which one of the following is NOT necessarily a property of a Group?
(A) Commutativity
(B) Associativity
(C) Existence of inverse for every element
(D) Existence of identity
By definition, in a group, commutativity is not necessary. So option (A) is correct.
Which one of the following in NOT necessarily a property of a Group? (A) Commutativity
(B) Associativity
(C) Existence of inverse for every element
(D) Existence of identity
By definition, in a group, commutativity is not necessary. So option (A) is correct.