G is a commutative group of order 202. What is the number of element(s) of order 2 in G??? Plz explain
@pde93224 жыл бұрын
Here G is not only commutative but also a cyclic group as G contains an element of order lcm(2,101) i.e. 202.So G has exactly phi(2) i.e 1 element of order 2.
@nadeemnazir2954 жыл бұрын
@@pde9322 what abt D101
@pde93224 жыл бұрын
@@nadeemnazir295 The dihedral groups Dn are non-abelian for n≥3.Here n=101(odd) , so the number of elements of order 2 will be 101.
@nadeemnazir2954 жыл бұрын
@@pde9322 arey bhai mjy pata hai ...bas maine aapko cross question Kiya tha ...but later on I came to know that "It was given G to b commutative" and Ur respond was correct...
@pde93224 жыл бұрын
@@nadeemnazir295 ok👍
@rowdyyashgupta97854 жыл бұрын
Are bhai ye galat padhata hai ispe bharosa mat kro sala gcd 1 to cyclic aata hai nhi kuch
@mathophiliceducationiitjam89494 жыл бұрын
Thanks ur feedback ....but jo bi pdhaya h n isme fr se pdho ki btaya kya h usme uske baad bolo
@rowdyyashgupta97854 жыл бұрын
Tumne gcd 1 per cyclic bola hai ab ye order 111 pe lagana
@mathophiliceducationiitjam89494 жыл бұрын
@@rowdyyashgupta9785 which part you have doubt send me time duration .....