Find the Chebyshev rational approximation of degree 4 with n = m = 2 for f (x)

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Find the Chebyshev rational approximation of degree 4 with n = m = 2 for f (x) = sin x. Compare the results at xi = 0.1i, for i = 0, 1, 2, 3, 4, 5, from this approximation with those obtained in Exercise 5 using a sixth-degree Padé approximation.

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Numerical Analysis

ISBN: 978-0538733519

9th edition

Authors: Richard L. Burden, J. Douglas Faires

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Question Posted: Mar 22, 2016 03:01 AM

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Find the Chebyshev rational approximation of degree 4 with n = m = 2 for f (x)

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Numerical Analysis

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