5. ( 2p. + 4p.) (a) Give a definition for the notion of Jordan region in R”. (b) Decide if the set A = [0, 1] x ([0, 1]
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5. ( 2p. + 4p.) (a) Give a definition for the notion of Jordan region in R”. (b) Decide if the set A = [0, 1] x ([0, 1]
5. ( 2p. + 4p.) (a) Give a definition for the notion of Jordan region in R”. (b) Decide if the set A = [0, 1] x ([0, 1] nQ) is a Jordan region. Justify your answer.
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