[next] [prev] [prev-tail] [tail] [up]

2.155 6_Hyperbolic_functions\6.1bHyperboliccosine\6.1.2(ex)^m(a+bx^n)^pcosh

Table 157: Breakdown of results for each integral
14.1
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 grade cpu size
1 A 0.1 82 A 0.1 82 A 0.1 82 A 0.2 82 A 0.1 82 A 0.2 82 A 0.2 82 A 0.2 82 A 0.2 82 A 0.1 82 A 0.2 82 A 0.1 82 A 0. 177 A 0. 177
2 A 0.1 65 A 0.1 65 A 0.1 65 A 0.1 65 A 0.1 65 A 0.1 65 A 0.2 65 A 0.2 65 A 0.2 65 A 0.1 65 A 0.1 65 A 0.1 65 A 0. 137 A 0. 137
3 A 0.2 110 A 0.2 110 A 0.2 110 A 0.3 110 A 0.3 110 A 0.3 110 A 0.4 110 A 0.4 110 A 0.4 110 A 0.3 110 A 0.3 110 A 0.3 110 A 0.1 149 A 0.1 149
4 A 0.2 62 A 0.2 62 A 0.2 62 A 0.3 62 A 0.3 62 A 0.3 62 A 0.3 62 A 0.3 62 A 0.2 69 A 0.2 69 A 0.2 69 A 0.2 69 A 0.1 94 A 0.1 94
5 A 0.2 93 A 0.2 93 A 0.2 93 A 0.4 93 A 0.4 93 A 0.6 93 A 0.7 93 A 0.7 93 A 0.5 99 A 0.3 99 A 0.3 99 A 0.3 99 A 0.1 134 A 0.1 134
6 A 0.3 154 A 0.2 154 A 0.3 154 A 0.5 154 A 0.4 154 A 0.5 154 A 0.6 154 A 0.6 154 A 0.6 154 A 0.4 154 A 0.5 154 A 0.4 154 A 0.1 209 A 0.1 209
7 A 0.4 159 A 0.3 159 A 0.4 159 A 0.7 159 A 0.7 159 A 0.8 159 A 0.9 159 A 1. 159 A 0.9 159 A 0.6 159 A 0.6 159 A 0.6 159 A 0.2 293 A 0.2 293
8 A 0.3 178 A 0.3 178 A 0.3 178 A 0.5 178 A 0.5 178 A 0.6 178 A 0.7 178 A 0.7 178 A 0.7 178 A 0.4 178 A 0.5 178 A 0.4 178 A 0.2 194 A 0.2 194
9 A 0.8 541 A 0.8 541 A 0.9 541 A 1.7 541 B 1.9 710 B 2.2 710 B 3.3 710 B 3.3 710 B 3.1 710 B 2.6 710 B 2.6 710 A 5.8 459 A 5.6 459 A 5.8 459
10 A 0.1 55 A 0.1 55 A 0.1 55 A 0.1 55 A 0.1 55 A 0.1 55 A 0.2 55 A 0.2 55 A 0.2 55 A 0.1 55 A 0.1 55 A 0.1 55 A 0. 55 A 0. 55
11 C 0.3 155 C 0.4 155 C 0.4 155 C 0.3 171 C 0.3 171 C 0.3 171 C 0.3 171 C 0.3 171 C 0.2 171 C 0.2 171 C 0.2 171 C 0.2 171 C 0.1 973 C 0.1 979
12 C 0.8 415 C 0.8 415 C 0.8 415 C 1.4 501 C 5. 363 C 7.4 363 C 7.7 2464 C 7.7 2464 C 4.8 632 C 2.8 632 C 2.9 632 C 2.5 632 C 2.7 632 C 2.5 1035
13 C 2.2 332 C 2.5 332 C 2. 332 C 2. 648 C 1.9 648 C 2.7 648 C 4. 648 C 4. 648 C 2.6 648 C 2.5 648 C 2.2 648 C 2. 648 C 2.1 648 C 2.4 647
14 A 0.1 100 A 0.1 100 A 0.1 100 A 0.2 100 A 0.2 100 A 0.2 100 A 0.2 100 A 0.2 100 A 0.2 100 A 0.2 100 A 0.2 100 A 0.2 100 A 0. 217 A 0. 217
15 A 0.2 136 A 0.2 136 A 0.2 136 A 0.4 136 A 0.4 136 A 0.4 136 A 0.5 136 A 0.5 136 A 0.5 136 A 0.4 136 A 0.4 136 A 0.3 136 A 0.1 216 A 0.1 216
16 C 0.1 213 C 0.1 213 C 0.1 213 C 0.5 213 C 0.5 213 C 0.5 213 C 0.3 213 C 0.3 213 C 1.3 555 C 1.1 555 C 1.1 555 C 0.9 555 C 0.9 555 C 0.8 558
17 C 5. 180 C 5. 180 C 5. 180 C 0.2 180 C 0.2 180 C 0.2 180 C 0.1 180 C 0.1 180 C 0.9 391 C 0.5 391 C 0.6 391 C 0.4 391 C 0.4 391 C 0.4 394
18 C 5. 180 C 5. 180 C 5. 180 C 0.1 180 C 0.1 180 C 0.1 180 C 0.1 180 C 0.1 180 C 0.7 391 C 0.4 391 C 0.5 391 C 0.4 391 C 0.4 391 C 0.4 394
19 C 0.2 215 C 0.2 215 C 0.2 215 C 0.4 215 C 0.3 215 C 0.4 215 C 0.3 215 C 0.3 215 C 6.7 2929 C 6.7 2665 C 6.7 2929 C 4.1 702 C 4.3 702 C 4.5 709
20 C 0.1 203 C 0.1 203 C 0.1 203 C 0.2 203 C 0.2 203 C 0.2 203 C 0.2 203 C 0.3 203 C 3.6 707 C 1.9 707 C 1.9 707 C 1.6 707 C 1.7 707 C 1.6 713
21 C 0.4 397 C 0.4 397 C 0.4 397 C 0.7 397 C 0.6 397 C 0.6 397 C 0.8 397 C 0.9 397 C 6.4 2100 C 6.4 2100 C 6.4 2100 C 6.3 2092 C 6.3 2092 C 6.3 2100
22 C 0.4 675 C 0.4 675 C 0.4 675 C 0.6 675 C 0.6 675 C 0.7 675 C 0.8 675 C 0.9 675 C 6.5 3159 C 6.5 3159 C 6.6 3159 C 6.4 3147 C 6.5 3147 C 6.4 3158
23 C 0.3 669 C 0.3 669 C 0.3 669 C 0.5 669 C 0.5 669 C 0.5 669 C 0.7 669 C 0.8 669 C 6.5 3155 C 6.5 3155 C 6.5 3155 C 6.4 3143 C 6.5 3143 C 6.5 3154

[next] [prev] [prev-tail] [front] [up]