(x – 1)(2x² – 1) (x³ – 1) 6. h(x) = - x + 1 8. h(x)

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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Find and simplify the derivative #46
38. y = (2Vx – 1)(4x + 1)1
-(x) =
x² – 1
et
(x) = 3x-9
4
40. у
t) = 312 +
42. y =
w4 + 5w2 + w
w2
13 + 3t2 + t
4x + 3x + 1
44. p(x) :
(A
2x
(x + 1)e*
(x – 1)(2x² – 1)
46. h(x)
x - 2
(x³ – 1)
xe
48. h(x)
x + 1
Vw + w
4 x2
50. f(x)
%3D
Vw
x4/3 1
x4/3 + 1
w5/3
52. g(x)
%3D
w/3 + 1
()
² + 1
2x
= 4x
54. f(z) =
5x + 1
2-r- Vr
617
Transcribed Image Text:38. y = (2Vx – 1)(4x + 1)1 -(x) = x² – 1 et (x) = 3x-9 4 40. у t) = 312 + 42. y = w4 + 5w2 + w w2 13 + 3t2 + t 4x + 3x + 1 44. p(x) : (A 2x (x + 1)e* (x – 1)(2x² – 1) 46. h(x) x - 2 (x³ – 1) xe 48. h(x) x + 1 Vw + w 4 x2 50. f(x) %3D Vw x4/3 1 x4/3 + 1 w5/3 52. g(x) %3D w/3 + 1 () ² + 1 2x = 4x 54. f(z) = 5x + 1 2-r- Vr 617
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