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An integral domain R with unity is a U.F.D

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An integral domain R with unity is a U.F.D

An integral domain R with unity is a U.F.D if and only if every non zero ,non unit element is a Finite product of primes

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asked Jun 6, 2013 in Algebra 1 Answers by anonymous

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1 Answer

If W is the subspace of R^5 spanned by v1=(2,-2,3,4,-1) v2=-(1,1,2,5,2 ) v3=(0,0,-1,-2,3 ) v4=(1,-1,2,3,0) determineA(W?

answered Jun 6, 2013 by anonymous

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