There are 6 different abelian groups (upto isomorphism) of order 360. A group G is decomposable if it is isomorphism to a direct product of two proper non tribal subgroups. Otherwise G is indecomposable. The final indecomposable abelian groups are the cyclic groups with order a power of a prime.

## Answers ( )

Answer:There are 6 different abelian groups (upto isomorphism) of order 360. A group G is decomposable if it is isomorphism to a direct product of two proper non tribal subgroups. Otherwise G is indecomposable. The final indecomposable abelian groups are the cyclic groups with order a power of a prime.

Answer:## Number of abelian group of order 360 are

.sixHope it helps .

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