Use limits of definite integrals to calculate each of the improper integrals in Exercises - dx - dx (x2 + 1) 41. Lo x2 + 1)² 42. /2 T/2 43. secx dx 44. tan xdx 0. In x dx Inx dx 45. 46. 1 1 dx xlnx 1 dx x Inx 47. 48. 1 dx x(ln x)? 1 dx x(In x)2 49. 50. 1 sin (1/x) dx x2 1 52. dx x(х — 1) 51. 1/т 2 1 1 53. dx dx x(x – 1) 54. 1 x(x– – 1) 00 55. lo x(x – 1) X – 2 dx 1) dx 56. x(x

Calculus: Early Transcendentals
8th Edition
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Author:James Stewart
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Chapter1: Functions And Models
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Use limits of definite integrals to calculate each of the
improper integrals in Exercises
- dx
- dx
(x2 + 1)
41.
Lo x2 + 1)²
42.
/2
T/2
43.
secx dx
44.
tan xdx
0.
In x
dx
Inx
dx
45.
46.
1
1
dx
xlnx
1
dx
x Inx
47.
48.
1
dx
x(ln x)?
1
dx
x(In x)2
49.
50.
1
sin (1/x)
dx
x2
1
52.
dx
x(х — 1)
51.
1/т
2
1
1
53.
dx
dx
x(x – 1)
54.
1 x(x–
– 1)
00
55.
lo x(x – 1)
X – 2
dx
1)
dx
56.
x(x
Transcribed Image Text:Use limits of definite integrals to calculate each of the improper integrals in Exercises - dx - dx (x2 + 1) 41. Lo x2 + 1)² 42. /2 T/2 43. secx dx 44. tan xdx 0. In x dx Inx dx 45. 46. 1 1 dx xlnx 1 dx x Inx 47. 48. 1 dx x(ln x)? 1 dx x(In x)2 49. 50. 1 sin (1/x) dx x2 1 52. dx x(х — 1) 51. 1/т 2 1 1 53. dx dx x(x – 1) 54. 1 x(x– – 1) 00 55. lo x(x – 1) X – 2 dx 1) dx 56. x(x
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