2.175 7_Inverse_hyperbolic_functions\7.1aInversehyperbolicsine\7.1.2(dx)^m(a+barcsinh(cx))^n

Table 177: Breakdown of results for each integral
14
13.3
12.3.1
12.1
12
11.3
11.2
10.3
9
8
7
6.0.1
5.2
# grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size grade cpu size
1 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49 A 0. 49
2 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0.1 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 C 0. 51 C 0. 51
3 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28
4 A 0. 72 A 0. 72 A 0.1 72 A 0. 72 A 0. 72 A 0.1 72 A 0.1 72 A 0. 72 A 0. 72 A 0. 72 A 0. 72 A 0. 72 A 0. 72
5 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34 A 0. 34
6 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43 A 0. 43
7 A 0. 64 A 0. 64 A 0.1 64 A 0.1 64 A 0.1 64 A 0.1 64 A 0.1 64 A 0.1 64 A 0.1 64 A 0.1 64 A 0.1 64 A 0. 64 A 0.1 64
8 A 0.1 117 A 0.1 117 A 0.1 117 A 0.1 117 A 0.1 117 A 0.2 117 A 0.1 117 A 0.1 117 A 0.1 117 A 0.1 117 A 0.1 117 A 0. 136 A 0. 136
9 A 1.5 268 A 1.5 268 A 2.3 268 A 2.2 268 A 2.4 268 A 4.1 268 A 2.7 268 A 2.6 268 A 2.8 268 A 2.5 268 A 2.3 268 B 0. 306 B 0. 306
10 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67 A 0. 67
11 C 0.2 113 C 0.2 113 C 0.3 113 C 0.3 113 C 0.3 113 C 0.4 113 C 0.3 113 C 0.3 113 C 0.3 113 C 0.3 113 C 0.2 113 C 0.2 113 C 0.2 113
12 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14 A 0. 14
13 A 0.2 69 A 0.2 69 A 0.2 69 A 0.2 69 A 0.2 69 A 0.3 69 A 0.2 69 A 0.1 82 A 0.1 82 A 0.1 82 A 0.1 82 A 0.1 82 A 0.1 82
14 A 0. 62 A 0. 62 A 0.1 62 A 0.1 62 A 0.1 62 A 0.1 62 A 0.1 62 A 0.1 62 A 0.1 62 A 0. 62 A 0. 62 A 0. 62 A 0. 62
15 A 0.1 84 A 0.1 84 A 0.1 84 A 0.1 84 A 0.1 84 A 0.2 84 A 0.2 84 A 0.2 84 A 0.2 84 A 0.2 84 A 0.1 84 A 0.1 84 A 0.1 84
16 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0
17 A 0.1 99 A 0.1 99 A 0. 102 A 0. 102 A 0. 102 A 0.3 142 A 0.3 142 A 0.3 149 A 0.3 149 A 0.3 149 A 0.2 149 A 0.3 149 A 0.2 149
18 A 0.1 152 A 0.1 152 A 0.1 152 A 0.1 152 A 0.1 152 A 1.4 264 A 1.4 264 A 1.3 264 A 1. 264 A 0.9 264 A 0.8 264 A 0.8 264 A 0.7 264
19 A 0.1 99 A 0.1 99 A 0. 101 A 0. 101 A 0. 101 A 0.7 170 A 0.6 170 A 0.8 175 A 0.6 175 A 0.6 175 A 0.5 175 A 0.5 175 A 0.4 175
20 A 0. 47 A 0. 47 A 0. 47 A 0. 47 A 0. 47 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31
21 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0
22 A 0. 126 A 0. 126 A 0. 126 A 0. 126 A 0. 126 A 0.6 112 A 0.5 112 A 0.4 111 A 0.4 111 A 0.4 111 A 0.3 111 A 0.3 111 A 0.3 111
23 A 0.2 339 A 0.2 339 A 0.4 343 A 0.4 343 A 0.4 343 A 1.2 213 A 1. 213 A 1.7 225 A 1.3 225 A 1.2 225 A 1. 225 A 1. 225 A 0.9 225
24 A 0.3 184 A 0.2 184 A 0.5 174 A 0.4 174 A 0.6 174 A 1.3 132 A 1.2 132 A 1.2 149 A 1.1 149 A 0.9 149 A 0.8 149 A 0.8 149 A 0.7 149
25 A 0.1 98 A 0.1 98 A 0.2 98 A 0.2 98 A 0.2 98 A 0.4 83 A 0.4 83 A 0.3 83 A 0.4 83 A 0.3 83 A 0.3 83 A 0.3 83 A 0.2 83
26 A 0.5 210 A 0.4 210 A 0.7 210 A 0.7 210 A 1.6 210 A 0.7 166 A 0.6 166 A 1. 168 A 1. 168 A 0.9 168 A 0.7 168 A 0.8 168 A 0.7 168
27 A 0.2 118 A 0.2 118 A 0.3 118 A 0.2 118 A 0.4 118 A 0.4 91 A 0.4 91 A 0.4 91 A 0.3 91 A 0.2 91 A 0.2 91 A 0.2 91 A 0.2 91
28 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0
29 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0
30 A 0.2 198 A 0.2 198 A 0.5 215 A 0.5 215 A 0.5 215 A 13.2 573 A 12.2 573 A 11.9 573 A 11.9 573 A 11. 573 A 9.3 573 A 9.9 573 A 8.2 573
31 A 0. 108 A 0. 108 A 0.1 108 A 0.1 108 A 0.1 108 A 0.4 104 A 0.4 104 A 0.3 104 A 0.3 104 A 0.6 104 A 0.5 104 A 0.5 104 A 0.4 104
32 A 0.3 290 A 0.3 290 A 0.4 290 A 0.4 290 A 0.4 290 A 4. 247 A 3.6 247 A 2.6 283 A 2.4 283 F 0 0 F 0 0 F 0 0 F 0 0