Total questions in endQuestion No. 32If H and K are the subgroups of g

1.	Total questions in endQuestion No. 32If H and K are the subgroups of group G then, which of the following is truedifference of H and K is again subgroupsymmetric difference of H and K is again subgroupintersection of H and K is again subgroupunion of H and K is again subgroup
Answer» ANSWER: The ORDERS of H and K are the divisors order of G

Total questions in endQuestion No. 32If H and K are the subgroups of group G then, which of the following is truedifference of H and K is again subgroupsymmetric difference of H and K is again subgroupintersection of H and K is again subgroupunion of H and K is again subgroup

Answer»

ANSWER:

The ORDERS of H and K are the divisors order of G

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Total questions in endQuestion No. 32If H and K are the subgroups of group G then, which of the following is truedifference of H and K is again subgroupsymmetric difference of H and K is again subgroupintersection of H and K is again subgroupunion of H and K is again subgroup​

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Total questions in endQuestion No. 32If H and K are the subgroups of group G then, which of the following is truedifference of H and K is again subgroupsymmetric difference of H and K is again subgroupintersection of H and K is again subgroupunion of H and K is again subgroup