Math, asked by ritugupta1414, 7 months ago

find an ideal in the ring of integer​

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Answered by gshrivastav
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Answered by Anonymous
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Let a be the least positive member of the set I. Then I = { b : b = ak, for all k in Z } . In other words, an ideal of the ring of integers consists of all the integer multiples (both positive and negative) of the least positive number of that ideal

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