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Prove that the subspace of R 3 consisting of triplet (a, b, c) with c = 0 is a subspace of R 3 , which is isomorphic to R 2 .

Asked by Mohamad07danish 1st February 2022, 12:22 PM
Answered by Expert
Answer:
A subset of R3 is subspace if it closed under addition and multiplication.
Answered by Expert 3rd February 2022, 9:40 AM
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