To approximate (1-1) 1/4 Lel- of (x) = x ²4 So, Let at a second order approximale-. for of (*) centered at a is 105 2 f(x) ~ f(a) + f(a) (u-a) + fill(a) (u-a) ² 21 лек azl f(~) ~ f (1) + f '(1) ('m-1) + f "(₁) (x-1) ² 21 5-3/4 (1-1). +. (-3) 15 7 / 4 (^-^)². 2 = 1 + 4 (1) ³/4 2 = 1 + + (x-1) - 323²₂ (2-1) ² कुर f (1-1) = 1.- + -1 (1-1-1)-2 (1-1-1) ² 32 21+ 1X0.1 3 x.0.01 470. 32 10240625 f'(x) = 1/4 2 ³/4 e f"(x) = -7/2274]
To approximate (1-1) 1/4 Lel- of (x) = x ²4 So, Let at a second order approximale-. for of (*) centered at a is 105 2 f(x) ~ f(a) + f(a) (u-a) + fill(a) (u-a) ² 21 лек azl f(~) ~ f (1) + f '(1) ('m-1) + f "(₁) (x-1) ² 21 5-3/4 (1-1). +. (-3) 15 7 / 4 (^-^)². 2 = 1 + 4 (1) ³/4 2 = 1 + + (x-1) - 323²₂ (2-1) ² कुर f (1-1) = 1.- + -1 (1-1-1)-2 (1-1-1) ² 32 21+ 1X0.1 3 x.0.01 470. 32 10240625 f'(x) = 1/4 2 ³/4 e f"(x) = -7/2274]
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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my question is for the highlighted parts, can you explain how you got the exponent -3/4 and -7/4?
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