Let z E (-1,0) and let R, (z) be the remainder in Maclaurin's formula for In(1+z) in Cauchy's form. Write down the formula for R(z). This formula should contain three variables, n, r and E. where & E (r,0). R,(z) =

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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Let a E (-1,0) and let R (1) be the remainder in Maclaurin's formula for In(1 + z) in Cauchy's form. Write down the formula for
R. (z). This formula should contain three variables, n, r and E, where E € (r, 0).
R, (1) =L
Transcribed Image Text:Let a E (-1,0) and let R (1) be the remainder in Maclaurin's formula for In(1 + z) in Cauchy's form. Write down the formula for R. (z). This formula should contain three variables, n, r and E, where E € (r, 0). R, (1) =L
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