What isConjugate element,Relation of conjugacy,Conjugate class & Self conjugate elements......(B.sc)

*Conjugate Element :- If (G,o) be a group & a,b €G be the arbitrary elements ,then,b is said to be conjugate to a if there exist an element x€G such that b= x-'ax & denoted by b~a. Again, the relation between them is said to be relation of conjugacy. Conjugate Class :- If G be a finite Group & a€G be an arbitrary element, then, conjugate class of Ca or C(a) is the set of those elements of G which are conjugate to a. *Self Conjugancy Elements : - An element 'a' of a group G is said to be self conjugate iff its conjugate class having only one element. i.e. C(a) = {a} Group Theory:    • Плейлист   Differential equation:    • Differential equation   Theory of Real Functions:    • Theory of Real Functions   B.sc maths( hons.) Physics( g.e.) sem -III ques question paper 2015,2016 & 2017 ,V.B.U & B.B.M.K.U:    • B.sc maths( hons.) Physics( g.e.) sem -III...