The Linear approximation (linearization) f(x) = log,(æ) at a = 16 is %3D (A) y = 4 + 5m2 1 8 In(2) (x – 16) (B) y = 4+ 16 In(2) (-16) 16 me (- 16) (D) y = 4+ 16e ( - 2) (C) y = 8 + %3D 16 In(2) 16 In(2) (a- (22) (E) y = T m2) + 4(r 16) + 4(x – 16)

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Ti
The Linear approximation (linearization) of
f (x) = log,(x) at a = 16 is
(A) y = 4 + 5ne (x - 16)
(B) y = 4 + 16 In(2)
|
8 In(2)
(ӕ — 16)
|
(C) y = 8 + 76e (x -
1
16)
16 In(2)
(D) y = 4 + 16 in(2 (a- 2)
(E) y = 16 n(2) +
+ 4(x – 16)
(A)
Transcribed Image Text:Ti The Linear approximation (linearization) of f (x) = log,(x) at a = 16 is (A) y = 4 + 5ne (x - 16) (B) y = 4 + 16 In(2) | 8 In(2) (ӕ — 16) | (C) y = 8 + 76e (x - 1 16) 16 In(2) (D) y = 4 + 16 in(2 (a- 2) (E) y = 16 n(2) + + 4(x – 16) (A)
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