Show that if f1(x) is (g1 (x)), f2 (x) is (g2 (x)), and f2 (x) = 0

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Show that if f1(x) is (g1 (x)), f2 (x) is (g2 (x)), and f2 (x) ‰ = 0 and g2 (x) ‰ 0 for all real numbersx > 0, then (f1 / f2)(x) is ((g1/g2)(x)).

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Discrete Mathematics and Its Applications

ISBN: 978-0073383095

7th edition

Authors: Kenneth H. Rosen

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Question Posted: May 02, 2016 12:20 PM

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Show that if f1(x) is (g1 (x)), f2 (x) is (g2 (x)), and f2 (x) = 0

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Discrete Mathematics and Its Applications

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