01 group contain elements a and b such that O(a)=4, O(b)=2 and a^3 b=ba then O(ab) is | lt garde

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a,b element of group G,ab=ba, then o(ab)=o(a).o(b) a,b element of group G,ab=ba, then o(ab)=o(a).o(b)
If a and b are two elements of a.finite group G s.t.ab=ba and (o(a),o(b))=1 then o(ab)=o(a)o(b) If a and b are two elements of a.finite group G s.t.ab=ba and (o(a),o(b))=1 then o(ab)=o(a)o(b)
G is group and a,b be elements of G such that (o(a),o(b))=1 and ab=ba then o(ab)=o(a)o(b). G is group and a,b be elements of G such that (o(a),o(b))=1 and ab=ba then o(ab)=o(a)o(b).
#04 trick of abstarct algebra | If in a group G , a^5=e ,aba^-1 =b^2 , then order of b is #04 trick of abstarct algebra | If in a group G , a^5=e ,aba^-1 =b^2 , then order of b is
06 G be a group of identity element e and a,b∈G be such that a^5=e & aba^(-1)=b^2 then O(b) is 06 G be a group of identity element e and a,b∈G be such that a^5=e & aba^(-1)=b^2 then O(b) is
Find A-B ? #sets #maths #shorts Find A-B ? #sets #maths #shorts
SET OPERATIONS: Union, intersection, difference, complement, Venn diagram #maths #sets #unions SET OPERATIONS: Union, intersection, difference, complement, Venn diagram #maths #sets #unions
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