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Asked Feb 15, 2020
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Evaluate the integrals in Exercises 67–74 in terms of
a. inverse hyperbolic functions.
b. natural logarithms.
(2V3
•1/3
dx
6 dx
67.
68.
V4 + x?
V1 + 9x²
•1/2
dx
dx
70.
69.
1 – x²
5/4 1
•3/13
2
dx
dx
71.
72.
xV1 – 16x²
xV4 + x²
1/5
cos x dx
dx
73.
74.
o V1 + sin²x
xV1 + (ln x)²
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Evaluate the integrals in Exercises 67–74 in terms of a. inverse hyperbolic functions. b. natural logarithms. (2V3 •1/3 dx 6 dx 67. 68. V4 + x? V1 + 9x² •1/2 dx dx 70. 69. 1 – x² 5/4 1 •3/13 2 dx dx 71. 72. xV1 – 16x² xV4 + x² 1/5 cos x dx dx 73. 74. o V1 + sin²x xV1 + (ln x)²

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