The function F is a function with all-order derivatives in an open interval containing x = 1. The values of some derivatives at the point x = 1 are given in the table. Find the approximate value of F (1.2) by the 2nd order taylor polynomial with center x = 1. * f(x) | f'(x)| f"(x)| f"( x)((x) 1 -1 2 -6 24 (a) 0,81 (b) 0,82 (c) 0,83 (d) 0,84 (e) 0.85

The function F is a function with all-order derivatives in an open interval containing x = 1. The values of some derivatives at the point x = 1 are given in the table. Find the approximate value of F (1.2) by the 2nd order taylor polynomial with center x = 1. * f(x) | f'(x)| f"(x)| f"( x)((x) 1 -1 2 -6 24 (a) 0,81 (b) 0,82 (c) 0,83 (d) 0,84 (e) 0.85

Name: 16 The function F is a function with all-order derivatives in an open
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Description: 16 The function F is a function with all-order derivatives in an open intervalcontaining x = 1. The values of some derivatives at the point x = 1 are givenin the table. Find the approximate value of F (1.2) by the 2nd order taylorpolynomial with cent

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.2: Graphs Of Equations

Problem 78E

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