could you pleaae do all parts and could the answer be written out please , not typed up. Thank you 2.(a) The function f is defined by f(x) = (9 + x) ¹/2. By evaluating ƒ(0), ƒ'(0), and ƒ"(x), write f(x) asP₁(x) (the Taylor polynomial of degree 1) centred at 0, plus R₁(x) (the remainder term in Lagrangeform).(b) By choosing an appropriate value of x, show that1916 8(9+ c) ³/2¹√10=where 0

The given function is, f(x)=(9+x)1/2. (a) To Find: The Taylor's polynomial of degree 1 which is…

2. (a) The function f is defined by f(x) = (9 + x)¹/². By evaluating ƒ(0), ƒ'(0), and ƒ"(x), write ƒ(x) as P₁(x) (the Taylor polynomial of degree 1) centred at 0, plus R₁(x) (the remainder term in Lagrange form). (b) By choosing an appropriate value of x, show that √10 19 6 1 8(9+ c) ³/2¹ where 0

2. (a) The function f is defined by f(x) = (9 + x)¹/². By evaluating ƒ(0), ƒ'(0), and ƒ"(x), write ƒ(x) as P₁(x) (the Taylor polynomial of degree 1) centred at 0, plus R₁(x) (the remainder term in Lagrange form). (b) By choosing an appropriate value of x, show that √10 19 6 1 8(9+ c) ³/2¹ where 0

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section1.3: Algebraic Expressions

Problem 20E

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