Let r be a commutative ring with identity. for a,a2, ..., a, e r, the ideal generated by a,az.., an} is given by (a,a2,.., a,) ={a +r,a, t.. +r,a, ir e r, 1

Let R be a commutative ring with identity. For a,a2, ..., a, e R, the ideal generated by a,az.., an} is given by (a,a2,.., a,) ={a +r,a, t.. +r,a, Ir e R, 1

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  Deepak singh 1

  if any doubt please ask

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  Deepak singh 1 Best Answer

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  if Z/ I is isomorphic to field then I is maximal ideal...

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  Deepak singh 1

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