Math / Introduction to Real Analysis 3 / Chapter 4.1 / Problem 5

Introduction to Real Analysis | 3rd Edition | ISBN: 9780471321484 | Authors: Robert G. Bartle, Donald R. Sherbert

Let I := (0, a) where a > 0, and let g(x) := x2 for x e I. For any points x, c e I, show

Chapter 4, Problem 5

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Let I := (0, a) where a > 0, and let g(x) := x2 for x e I. For any points x, c e I, show that lg(x)- c21 !: 2alx- cl. Use this inequality to prove that lim x 2 = c2 for any c e I. x-c

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Let I := (0, a) where a > 0, and let g(x) := x2 for x e I. For any points x, c e I, show

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Let I := (0, a) where a > 0, and let g(x) := x2 for x e I. For any points x, c e I, show

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