12. Show set of all positive rational numbers form abelian group defined by a o b=ab/4. Group Theory

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Positive rational numbers forms an abelian/compositive group under composition defined by aob = ab/4Positive rational numbers forms an abelian/compositive group under composition defined by aob = ab/4
Show that the set of Q+ forms an abelian group under the operation defined by a * b = ab/2Show that the set of Q+ forms an abelian group under the operation defined by a * b = ab/2
Show that set of all positive rational numbers forms abelian grp under operation * (a*b = ab /3)Show that set of all positive rational numbers forms abelian grp under operation * (a*b = ab /3)
Show that the set of all positive rational numbers forms an abelian Group under the compositionShow that the set of all positive rational numbers forms an abelian Group under the composition
11. If set of all positive rational numbers aob=ab/3 forms group; find identity, inverse of a. NEB1211. If set of all positive rational numbers aob=ab/3 forms group; find identity, inverse of a. NEB12
Set of positive rational numbers forms an abelian groupSet of positive rational numbers forms an abelian group
Show that the set of all Q+ under composition defined by a*b = ab/3 forms an infinite abelian group.Show that the set of all Q+ under composition defined by a*b = ab/3 forms an infinite abelian group.
rational numbers forms a abelian group ,aob=ab/2 ,Group Theory/3rd sem/unit-1/Telugu expalinationrational numbers forms a abelian group ,aob=ab/2 ,Group Theory/3rd sem/unit-1/Telugu expalination