DM-Groups and Lattice-Q9

+1 vote

In a group G, every element other than identity element has order 2 then G is?
(A).Abelian group
(B).Cyclic group
(C).Non-abelian group
(D).Non-cyclic group

asked Jul 8 in Discrete Maths by gbeditor (4,440 points)
reshown Jul 9 by gbeditor

3 Answers

0 votes
A is correct one
answered Jul 9 by tsnikhilsharmagate2018 (17,270 points)
–1 vote
"every cyclic group is a abelian group"
answered Jul 9 by tscontactadarshkumar (830 points)
0 votes

​​​​​​here all element same order 2 mean a^2=a 

Every element is own inverse.

A) the group is abelian group

answered Jul 9 by tsnikhilsharmagate2018 (17,270 points)
Answer:
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