Use logarithmic differentiation to find the derivatives of each of the functions in Exercises 49-58. 49. f(x) = /x In |2× + 1| 50. f(x) = 12xT – x/x+1 2* Vx3 – 1 e2*(x3 – 2)4 51. f(x) = Vä(2x – 1) 52. f(x) = x(3e 5x + 1) 53. f(x) = xnx 54. f(x) = (2x +1)* 55. f(x) = 56. f(x) = (Inx)* X- 1 57. f(x) = (Inx)Inx 58. f(x) = x+1

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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Use logarithmic differentiation to find the derivatives of each
of the functions in Exercises 49-58.
49. f(x) = /x In |2× + 1|
50. f(x) = 12xT – x/x+1
2* Vx3 – 1
e2*(x3 – 2)4
51. f(x) =
Vä(2x – 1)
52. f(x) =
x(3e 5x + 1)
53. f(x) = xnx
54. f(x) = (2x +1)*
55. f(x) =
56. f(x) = (Inx)*
X- 1
57. f(x) = (Inx)Inx
58. f(x) =
x+1
Transcribed Image Text:Use logarithmic differentiation to find the derivatives of each of the functions in Exercises 49-58. 49. f(x) = /x In |2× + 1| 50. f(x) = 12xT – x/x+1 2* Vx3 – 1 e2*(x3 – 2)4 51. f(x) = Vä(2x – 1) 52. f(x) = x(3e 5x + 1) 53. f(x) = xnx 54. f(x) = (2x +1)* 55. f(x) = 56. f(x) = (Inx)* X- 1 57. f(x) = (Inx)Inx 58. f(x) = x+1
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