2.52 3_Logarithms\3.2ulog(e(f(a+bx)^p(c+dx)^q)^r)^s

Table 54: 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 0.1 154 A 0.1 154 A 0.3 154 A 0.2 154 A 0.3 154 A 0.8 244 A 0.8 244 A 0.6 249 A 0.4 249 A 0.3 249 A 0.3 249 B 0.1 1477 B 0.1 1468
2 A 0. 89 A 0. 89 A 0.1 89 A 0.1 89 A 0.1 89 A 0.2 88 A 0.2 88 A 0.2 88 A 0.1 88 A 0.1 88 A 0.1 88 A 0.1 88 A 0.1 87
3 A 0.2 141 A 0.2 141 A 0.4 141 A 0.4 141 A 0.5 141 A 0.3 169 A 0.3 169 A 0.3 169 A 0.3 169 A 0.2 169 A 0.2 169 A 0.3 169 A 0.4 169
4 A 0.1 120 A 0.2 120 A 0.2 120 A 0.2 120 A 0.3 120 A 0.3 120 A 0.3 120 A 0.3 121 A 0.2 121 A 0.2 121 A 0.2 121 B 0.1 653 B 0.1 653
5 A 0.1 93 A 0.1 93 A 0.2 93 A 0.2 93 A 0.3 93 A 0.4 187 A 0.4 187 A 0.6 215 A 0.5 215 A 0.4 215 A 0.5 215 A 0.3 215 A 0.5 215
6 A 0.8 480 A 0.8 480 A 1.5 480 A 1.9 480 A 2.6 480 A 2.3 535 A 2.4 535 A 2.2 536 A 1.8 536 A 1.3 536 A 1.7 536 A 1.5 536 F 0 0
7 A 0.1 168 A 0.1 168 A 0.1 168 A 0.1 168 A 0.2 168 B 1.1 666 B 1.2 666 B 1.2 672 B 0.8 672 B 0.7 672 B 0.6 672 B 0.6 672 B 0.4 592
8 A 0. 69 A 0. 69 A 0. 69 A 0. 69 A 0. 69 A 0. 69 A 0. 69 A 0. 69 A 0. 69 A 0. 69 A 0. 69 B 0. 153 B 0. 153
9 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
10 A 0.1 103 A 0.1 103 A 0.1 103 A 0.1 103 A 0.2 103 A 0.2 101 A 0.2 101 A 0.2 101 A 0.2 101 A 0.1 101 A 0.1 101 A 0.1 101 A 0.2 101
11 B 0.2 454 B 0.2 454 B 0.3 454 B 0.3 454 B 0.4 454 B 0.7 601 B 0.7 601 B 0.7 655 B 0.5 655 B 0.4 655 B 0.4 656 B 0.4 656 A 0.4 164
12 A 0. 152 A 0. 152 A 0. 152 A 0. 152 A 0.1 152 A 0.5 152 A 0.6 152 A 0.5 152 A 0.4 152 A 0.3 152 A 0.3 152 A 0.3 152 A 0.3 152
13 B 0.1 592 B 0.1 592 B 0.2 592 B 0.2 592 B 0.3 592 B 0.3 601 B 0.3 601 B 0.2 655 B 0.1 655 B 0.1 655 B 0.1 656 B 0.1 656 A 0.1 175
14 A 0. 101 A 0. 101 A 0. 101 A 0. 101 A 0. 101 B 0.2 331 B 0.2 331 B 0.2 335 B 0.1 335 B 0.1 335 B 0.1 335 B 0. 399 B 0. 399
15 A 0.2 78 A 0.2 78 A 0.4 78 A 0.3 78 A 0.4 78 A 0. 78 A 0. 78 A 0. 78 A 0. 78 A 0. 78 A 0. 78 A 0. 78 A 0. 78
16 A 0.5 345 A 0.6 345 A 0.4 345 A 0.4 345 A 0.5 345 A 0.4 345 A 0.5 345 A 0.4 345 A 0.3 345 A 0.2 345 A 0.2 345 A 0.2 345 A 0.2 345
17 A 0.1 141 A 0.1 141 A 0.2 141 A 0.2 141 A 0.2 141 A 0.3 153 A 0.3 153 A 0.3 164 A 0.2 164 A 0.1 164 A 0.1 164 B 0.1 337 B 0.1 328
18 A 0.3 492 A 0.3 492 A 0.5 492 A 0.5 492 A 0.6 492 B 3.7 1496 B 4. 1496 B 1.9 1673 B 1.1 1673 B 0.8 1673 B 0.8 1674 B 0.9 1674 A 1.7 614
19 A 0.2 487 A 0.2 487 A 0.4 487 A 0.4 487 A 0.8 487 B 0.8 920 B 0.8 920 B 0.8 973 B 0.3 973 B 0.2 973 B 0.2 974 B 0.2 974 A 0.3 366
20 B 6.8 3595 B 7. 3595 B 6.1 2107 B 7.1 5537 B 7.3 5537 B 6.8 5537 B 6.8 5537 B 6.8 5537 B 6.7 5537 F 0 0 F 0 0 F 0 0 F 0 0
21 B 0.8 850 B 0.9 850 B 0.9 850 B 0.8 850 B 1.2 850 B 1.2 886 B 1.2 886 B 1.1 903 B 0.8 903 B 0.5 903 B 0.4 903 B 0.4 903 B 0.4 737
22 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
23 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
24 A 0. 66 A 0. 66 A 5. 66 A 5. 66 A 5. 66 A 0. 66 A 0.1 66 A 0. 69 A 0. 69 A 0. 69 A 0. 69 A 0. 91 A 0. 91
25 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
26 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
27 B 0.2 290 B 0.2 290 B 0.3 290 B 0.2 290 B 0.3 290 B 0.2 290 B 0.2 290 B 0.2 290 B 0.2 290 B 0.1 290 B 0.1 290 B 0.1 290 B 0.1 290
28 B 3.6 5418 B 3.5 5418 B 20.1 13273 B 19.4 13273 B 22.9 13273 B 8.3 25557 B 8.4 25557 B 8.3 25557 B 8. 25557 F 0 0 F 0 0 F 0 0 F 0 0
29 A 0. 105 A 0. 105 A 0.1 105 A 0.1 105 A 0.1 105 A 0.1 172 A 0.1 172 A 0.1 172 A 0.1 172 A 0.1 172 A 0. 172 A 0.1 172 A 0. 172
30 A 0.1 45 A 0.1 45 A 0.1 45 A 0.1 45 A 0.1 45 A 0.2 45 A 0.2 45 A 0.1 45 A 0.1 45 A 0.1 45 A 0.1 45 A 0.1 45 A 0.1 45
31 A 0.1 421 A 0.1 421 A 0.3 421 A 0.2 421 A 0.2 421 A 0.2 406 A 0.3 406 A 0.2 406 A 0.2 406 A 0.2 406 A 0.1 406 A 0.1 406 A 0.1 406
32 A 0.1 487 A 0.1 487 A 0.2 487 A 0.2 487 A 0.4 487 A 0.2 460 A 0.2 460 A 0.2 460 A 0.1 460 A 0.1 460 A 0.1 463 A 0.1 591 A 0. 591
33 A 0.2 479 A 0.2 479 A 0.3 479 A 0.3 479 A 0.6 479 A 0.4 585 A 0.4 585 A 0.4 585 A 0.2 585 A 0.2 585 A 0.2 585 A 0.2 585 A 0.2 585
34 A 0.8 1240 A 0.9 1240 A 1.6 1240 A 1.4 1240 A 1.9 1240 A 4.8 947 A 4.9 947 A 6.1 923 A 6.3 1279 F 0 0 A 2.8 923 A 3.1 923 A 2.8 903
35 A 0.7 1105 A 0.8 1105 A 4.2 1105 A 5.3 1105 A 6.7 1229 A 2.6 784 A 2.5 784 A 2.7 761 A 2.8 761 A 1.9 761 A 1.5 761 A 1.7 761 A 1.6 761
36 A 0.5 721 A 0.5 721 A 0.8 721 A 0.7 721 A 1.3 721 A 7.3 1034 A 7.4 1034 A 7.2 1034 A 6.5 993 A 4.6 993 A 4.2 993 A 4.6 993 A 4.3 993
37 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
38 A 0. 96 A 0. 96 A 0. 106 A 0. 106 A 0. 106 A 0.1 96 A 0.1 96 A 0.1 96 A 0.1 96 A 0.1 96 A 0.1 96 A 0. 102 A 0. 102
39 A 0. 135 A 0. 135 A 0.1 135 A 0.1 135 A 0.1 135 B 0.2 363 B 0.3 363 B 0.3 365 B 0.2 365 B 0.1 365 B 0.1 534 B 0.1 534 B 0.1 534