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Lagrange theorem #maths
Lagrange theorem #maths
มุมมอง: 7

วีดีโอ

/Group theory#/Group theory#
/Group theory#
มุมมอง 1312 วันที่ผ่านมา
Show that if every element off the group G is an subgroup of G iff (a) a,b belongs to H so that a.b belongs to H (b)a belongs to H so inverse of a also bings to H
Prove that for all a,b belongs to G,and all positive integer n, (ab)^n = b^n.a^nProve that for all a,b belongs to G,and all positive integer n, (ab)^n = b^n.a^n
Prove that for all a,b belongs to G,and all positive integer n, (ab)^n = b^n.a^n
มุมมอง 1112 วันที่ผ่านมา
Group theory
For a,b belongs to Group G prove that, inverse of (a.b)^-1= b^-1 a^-1For a,b belongs to Group G prove that, inverse of (a.b)^-1= b^-1 a^-1
For a,b belongs to Group G prove that, inverse of (a.b)^-1= b^-1 a^-1
มุมมอง 1312 วันที่ผ่านมา
Group theory
The identity element of a group G is unique.(Group theory)The identity element of a group G is unique.(Group theory)
The identity element of a group G is unique.(Group theory)
มุมมอง 3013 วันที่ผ่านมา