23. 25. 2 3 (ਜ) J 4 2x + 1 [³2x - 1 (

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
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how to find integral of question 23?

434
21.
21-30. Integrals with In x Evaluate the following in
absolute values when needed.
23.
25.
27.
29.
3
1.2³
CHAPTER 7
dx
x - 10
2
3
/ ( ₁ ² 4 - 2 x ² + 1) dx
-
-
11²2²²=1/1dx
+
4
Sz
s
dx
2x In x ln³ (In x)
dx
x ln x ln (In x)
31. f(x) =
LOGARITHMIC AND EX
et
et + 1
22.
33. f(x) = 9e¯* - 5e²x
e ²x
35. f(x)
24.
26.
28.
30.
√4x²
6
4x - 3
√23
dx
x²
2x³ + 1
tan x dx
TT/2
31-38. Derivatives with the exponential function Fina
of the following functions.
sin x
1 + cos
¹x Inª (x² +
x² + 1
32. f(x)
-X
5e²x - 6e* 34. g(x) = xe
2e - 1
2e + 1
- 6
Transcribed Image Text:434 21. 21-30. Integrals with In x Evaluate the following in absolute values when needed. 23. 25. 27. 29. 3 1.2³ CHAPTER 7 dx x - 10 2 3 / ( ₁ ² 4 - 2 x ² + 1) dx - - 11²2²²=1/1dx + 4 Sz s dx 2x In x ln³ (In x) dx x ln x ln (In x) 31. f(x) = LOGARITHMIC AND EX et et + 1 22. 33. f(x) = 9e¯* - 5e²x e ²x 35. f(x) 24. 26. 28. 30. √4x² 6 4x - 3 √23 dx x² 2x³ + 1 tan x dx TT/2 31-38. Derivatives with the exponential function Fina of the following functions. sin x 1 + cos ¹x Inª (x² + x² + 1 32. f(x) -X 5e²x - 6e* 34. g(x) = xe 2e - 1 2e + 1 - 6
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