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2.29 1_Algebraic_functions\1.2Trinomialproducts\1.2.1Quadratic\1.2.1.5(a+bx+cx^2)^p(d+ex+fx^2)^q

Table 31: 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 0.6 87 A 0.6 87 A 0.2 87 A 0.2 87 A 0.2 87 A 0.2 85 A 0.2 85 A 0.2 107 A 0.2 107 A 0.1 107 A 0.1 107 A 0.1 85 A 0.1 87
2 C 0.4 204 C 0.4 204 B 0.4 178 B 0.4 178 B 0.6 178 B 0.6 304 B 0.7 304 B 0.6 304 B 0.5 304 B 0.5 304 B 0.5 348 B 0.3 296 B 1.7 334
3 A 0.1 39 A 0.1 39 C 0.1 84 C 0.1 84 C 0.1 84 A 0.1 28 A 0.1 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28 A 0. 28
4 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56 A 0. 56
5 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44 A 0. 44
6 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30 A 0. 30
7 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
8 A 0. 59 A 0. 59 A 0. 59 A 0. 59 A 0. 59 A 0.1 59 A 0.1 59 A 0. 59 A 0. 59 A 0. 59 A 0. 59 A 0.1 59 A 0. 59
9 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42 A 0. 42
10 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63 A 0. 63
11 C 0.2 206 C 0.2 206 C 0.6 185 C 0.5 185 C 0.6 185 C 6.4 1133 C 6.4 1133 C 6.3 1133 C 6.6 1133 C 5.3 1032 C 5.1 1032 C 5.8 1032 C 2.6 1032
12 A 1.3 115 A 1.3 115 A 0.5 105 A 0.5 105 A 0.6 105 A 0.1 105 A 0.1 105 A 0.1 105 A 0.1 105 A 0.1 105 A 0.1 105 A 0.1 105 A 0.1 105
13 A 0.8 95 A 0.8 95 A 0.2 85 A 0.2 85 A 0.2 85 A 0.1 85 A 0.1 85 A 0.1 85 A 0.1 85 A 0.1 85 A 0.1 85 A 0.1 85 A 0.1 85
14 A 0.3 65 A 0.3 65 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 0.1 55 A 0.1 55 A 0. 55 A 0. 55 A 0. 55
15 A 1. 85 A 1. 85 A 0.6 75 A 0.5 75 A 0.6 75 A 0.1 75 A 0.1 75 A 0.1 75 A 0.1 75 A 0.1 75 A 0.1 75 A 0.1 75 A 0.1 75
16 A 0.3 33 A 0.3 33 A 0.1 33 A 0.1 33 A 0.2 33 A 0. 33 A 0. 33 A 0. 33 A 0. 33 A 0. 33 A 0. 33 A 0. 33 A 0. 33
17 C 1.1 605 C 1.2 605 C 2.4 242 C 2. 242 C 2.5 242 C 6.4 1218 C 6.4 1218 C 6.4 1218 C 6.8 1218 C 6.4 1218 C 6.4 1257 C 6.5 1257 C 4.9 1108
18 A 5.3 459 A 5.5 459 A 1.1 657 A 1. 657 A 1.2 657 A 0.9 456 A 1.1 456 A 1.1 457 A 0.8 457 A 0.6 457 A 0.5 457 A 0.4 455 A 0.4 457
19 C 0.6 539 C 0.6 539 A 1.4 417 A 1.2 417 A 2. 417 A 4.2 699 A 4.8 699 A 4.4 699 A 2.5 699 A 2.2 699 B 1.3 1009 A 1.1 699 A 2.1 820
20 A 2.6 293 A 2.7 293 A 0.8 392 A 0.7 392 A 0.8 392 A 0.6 290 A 0.6 290 A 0.8 290 A 0.5 290 A 0.4 290 A 0.3 290 A 0.3 289 A 0.2 291
21 B 17.3 4727 B 17.4 4727 B 7.6 4727 B 7.5 4727 B 7.9 4727 B 6.6 1621 B 6.7 1621 B 6.6 1621 B 5.8 1373 B 6.4 1621 B 5.3 1937 B 6.5 1608 B 6.3 1498
22 C 0.4 218 C 0.4 218 A 1.5 376 A 1.3 376 A 2.4 376 A 3.1 633 A 3.5 633 A 4.7 633 A 1.5 633 A 1.2 633 B 1.6 754 A 0.9 633 A 1.8 550
23 A 1.6 291 A 1.7 291 A 0.9 288 A 0.8 288 A 0.9 288 A 0.5 288 A 0.7 288 A 0.6 287 A 0.6 287 A 0.5 287 A 0.4 287 A 0.3 288 A 0.3 290
24 A 2.4 392 A 2.5 392 A 1.4 387 A 1.3 387 A 2. 387 A 1.5 387 A 1.8 387 A 1.1 415 A 0.8 415 A 0.7 415 A 0.6 415 A 0.5 387 A 0.5 389
25 A 2.1 390 A 2.2 390 A 0.6 390 A 0.6 390 A 0.7 390 A 1. 390 A 1. 390 A 0.9 390 A 0.8 390 A 0.7 390 A 0.5 390 A 0.5 424 A 0.4 424

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