•Use the Newton backward-difference fomula to construct interpolating polynomials of degree one, two, and three for the following data. Approximate the specified value using each of the polynomials. f(-1/3) if f(-0.75) = -0.07181250, f(-0.5) = –0.02475000, f(-0.25) = 0.33493750, f(0) = 1.10100000 f(0.25) if ƒ (0.1) = –0.62049958, ƒ (0.2) a. b. = -0.28398668, ƒ (0.3) = 0.00660095, ƒ (0.4) = 0.24842440

•Use the Newton backward-difference fomula to construct interpolating polynomials of degree one, two, and three for the following data. Approximate the specified value using each of the polynomials. f(-1/3) if f(-0.75) = -0.07181250, f(-0.5) = –0.02475000, f(-0.25) = 0.33493750, f(0) = 1.10100000 f(0.25) if ƒ (0.1) = –0.62049958, ƒ (0.2) a. b. = -0.28398668, ƒ (0.3) = 0.00660095, ƒ (0.4) = 0.24842440

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter2: Equations And Inequalities

Section2.1: Equations

Problem 75E

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