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2.38 1_Algebraic_functions\1.2Trinomialproducts\1.2.3General\1.2.3.3(d+ex^n)^q(a+bx^n+cx^(2n))^p

Table 40: 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 0.1 334 A 0.1 334 A 0.1 334 A 0.1 334 A 0.1 334 A 0.2 334 A 0.2 334 A 0.2 334 A 0.2 334 A 0.2 334 A 0.1 334 A 0.1 334 A 0.1 334 A 0.1 334
2 A 0.1 337 A 0.1 337 A 0.1 337 A 0.1 337 A 0.1 337 A 0.1 337 A 0.2 337 A 0.2 337 A 0.2 337 A 0.2 337 A 0.1 337 A 0.1 339 A 0.1 337 A 0.1 337
3 C 0. 69 C 0. 69 C 0. 69 C 0.1 69 C 0. 69 C 0. 69 C 0.1 69 C 0.1 69 C 0.1 69 C 0.1 69 C 0. 69 C 0. 69 C 0.1 69 C 0. 69
4 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55
5 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 31 A 0. 29 A 0. 29 A 0. 29
6 A 0. 131 A 0. 131 A 0.1 131 A 0.1 131 A 0.1 131 A 0.1 131 A 0.1 131 A 0.1 131 A 0.1 131 A 0.1 131 A 0.1 131 A 0. 131 A 0. 131 A 0. 131
7 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55 C 0. 55
8 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57 C 0. 57
9 A 0.1 346 A 0.1 346 A 0.1 346 A 0.1 346 A 0.1 346 A 0.1 346 A 0.2 346 A 0.2 346 A 0.2 346 A 0.1 346 A 0.1 346 A 0.1 346 A 0.1 346 A 0.1 346
10 A 0.7 551 A 0.7 551 A 0.7 551 A 1. 551 A 0.9 551 A 1.2 551 A 2.4 551 A 2.4 551 A 2.5 547 A 1.4 547 A 1.2 547 A 0.9 547 A 1. 547 A 1.7 551
11 A 0.4 107 A 0.2 107 A 0.2 107 A 0.2 107 A 0.2 107 A 0.2 107 A 0.1 107 A 0.2 107 A 0.1 107 A 0.1 107 A 0.1 107 A 0.1 107 A 0.1 107 A 0.1 107
12 A 0.1 83 A 0.1 83 A 0.1 83 A 0. 83 A 0. 83 A 0.1 83 A 0. 82 A 0. 82 A 0. 82 A 0. 82 A 0. 82 A 0. 82 A 0.1 82 A 0. 82
13 A 0.4 213 A 0.2 213 A 0.2 213 A 0.2 213 A 0.2 213 A 0.3 213 A 0.4 213 A 0.4 213 A 0.4 213 A 0.3 213 A 0.3 213 A 0.2 213 A 0.3 213 A 0.2 213
14 A 0.6 216 A 0.6 216 A 0.6 216 A 0.7 216 A 0.6 216 A 0.7 216 A 1.6 348 A 1.8 348 A 1.4 445 A 1.3 445 A 1. 445 A 0.8 445 A 0.8 445 A 0.6 445
15 A 0.4 200 A 0.4 200 A 0.4 200 A 0.5 200 A 0.4 200 A 0.6 200 A 2.3 379 A 2.5 379 B 2.1 565 B 1.8 565 B 1.4 565 A 0.9 484 A 1. 484 A 0.9 484
16 B 8.1 16855 B 7.9 16855 B 7.9 16855 B 8.5 16855 B 8.3 11657 B 8.6 11657 B 7.6 16855 B 7.7 16855 B 7.6 16855 B 7.3 16855 B 7.1 16855 B 7. 17054 B 6.9 17054 B 6.7 17054
17 B 3. 690 B 3.2 690 B 3.3 690 B 5.1 690 B 4.5 690 B 5.6 690 B 10.9 10587 B 6.9 8312 B 6.9 8312 B 6.6 690 B 5.7 690 B 4.3 690 B 4.6 690 B 3.9 690
18 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 F 0 0
19 A 0.6 243 A 0.4 243 A 0.4 243 A 0.6 243 A 0.7 243 A 1.1 243 B 9.8 902 A 1.1 243 A 1. 243 A 0.3 215 A 0.3 215 A 0.2 215 A 0.2 215 A 0.2 215
20 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 F 0 0

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