This exercise is designed to convince you that 1/0 and 0/0 could not ever adequately define a

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This exercise is designed to convince you that 1/0 and 0/0 could not ever adequately define a real number.

(a) Suppose 1/0 were a real number, say 1/0 = x ? R. Deduce the contradiction 0 = 1.

(b) Suppose that 0/0 were a real number, say 0/0 = x ? R. Let y be any other real number. Prove that 0/0 = y as well, so that 0/0 does not uniquely determine one real number.

Related Book For answer-question

Statistics For Engineers and Scientists

ISBN: 978-0073376332

3rd edition

Authors: William Navidi

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Posted Date: May 20, 2019 01:25 AM

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This exercise is designed to convince you that 1/0 and 0/0 could not ever adequately define a

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a Suppose 10 were a real number Then we have 10 x where x is a real number ... View the full answer

Statistics For Engineers and Scientists

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