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2.22 1_Algebraic_functions\1.1Binomialproducts\1.1.3General\1.1.3.6(gx)^m(a+bx^n)^p(c+dx^n)^q(e+fx^n)^r

Table 24: 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 0.4 151 A 0.4 151 A 0.3 151 A 0.3 151 A 0.3 151 A 0.4 151 A 0.5 151 A 0.4 151 A 0.3 151 A 0.2 151 A 0.2 151 A 0.2 151 A 0.2 151
2 A 0.1 113 A 0.1 113 A 0.1 113 A 0.1 113 A 0.2 113 A 0.2 115 A 0.3 115 A 0.2 115 A 0.2 115 A 0.1 115 A 0.1 115 A 0.1 115 A 0.1 115
3 A 0.7 247 A 0.7 247 A 0.5 247 A 0.5 247 A 0.5 247 A 0.8 247 A 1. 247 A 0.8 247 A 0.6 247 A 0.4 247 A 0.4 247 A 0.4 247 A 0.4 247
4 A 0.8 165 A 0.8 165 A 0.2 165 A 0.2 165 A 0.2 165 A 0.4 170 A 0.5 170 A 0.4 178 A 0.4 178 A 0.3 178 A 0.3 178 A 0.3 178 A 0.3 178
5 A 1. 327 A 1. 327 A 0.7 327 A 0.8 327 A 0.8 327 A 1.8 327 A 2. 327 A 1.7 327 A 1.2 327 A 0.8 327 A 0.7 327 A 0.7 327 A 0.7 327
6 A 0.6 239 A 0.6 239 A 0.3 239 A 0.4 239 A 0.6 239 A 1.1 239 A 1.2 239 A 1. 239 A 0.4 239 A 0.3 239 A 0.3 239 A 0.3 239 A 0.3 239
7 A 0.1 90 A 0.1 90 A 0.1 90 A 0.1 90 A 0.1 90 A 0.1 90 A 0.1 90 A 0.1 90 A 0.1 90 A 0.1 90 A 0. 90 A 0. 90 A 0. 90
8 A 0.1 93 A 0.1 93 A 0.1 93 A 0.1 93 A 0.1 93 A 0.2 121 A 0.2 121 A 0.2 129 A 0.1 129 A 0.1 129 A 0.1 129 A 0.1 129 A 0.1 129
9 A 0.8 169 A 0.8 169 A 0.2 169 A 0.2 169 A 0.2 169 A 0.4 170 A 0.5 170 A 0.4 178 A 0.4 178 A 0.3 178 A 0.3 178 A 0.3 178 A 0.2 178
10 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81 A 0.1 81
11 A 1.5 329 A 1.5 329 A 0.6 329 A 0.6 329 A 0.6 329 C 1.7 375 C 0.8 107 C 0.7 107 C 0.7 107 A 1.3 327 A 1.3 327 A 1.1 327 C 0.6 107
12 A 0.3 248 A 0.3 248 A 0.5 248 A 0.4 248 A 0.5 248 A 0.7 248 A 0.8 248 A 0.7 256 A 0.6 256 A 0.5 256 A 0.5 256 A 0.5 256 A 0.4 256
13 A 0.6 199 A 0.6 199 A 0.9 199 A 0.8 199 A 1. 199 A 1.8 199 A 2.1 199 A 1.8 199 A 1.3 199 A 0.9 199 A 0.9 199 A 0.9 199 A 0.8 199
14 A 0.5 229 A 0.5 229 A 0.6 229 A 0.5 229 A 0.6 229 A 0.6 212 A 0.6 212 A 0.6 212 A 0.6 212 A 0.4 212 A 1.4 325 A 1.1 325 A 1. 325
15 A 0.9 332 A 0.9 332 A 1. 332 A 0.9 332 A 1.1 332 A 1.1 290 A 1.2 290 A 1.1 290 A 1.2 290 A 0.8 290 A 3.5 482 A 2.9 482 A 2.7 482
16 A 0.3 199 A 0.3 199 A 0.3 199 A 0.3 199 A 0.3 199 A 2.6 402 A 2.9 402 A 2.7 406 A 3.2 398 A 2.5 398 A 2.1 406 A 1.7 406 A 1.5 405
17 A 0.5 172 A 0.5 172 A 0.3 172 A 0.3 172 A 0.3 172 B 1.8 1924 B 1.9 1924 A 2.4 345 A 2.3 345 A 1.7 345 A 1.3 354 A 1.3 354 A 1.1 354
18 A 0.6 271 A 0.6 271 A 0.5 271 A 0.5 271 A 0.6 271 B 3.8 2178 B 4.4 2178 B 6.8 3335 A 2.2 671 A 1.8 671 A 6.2 674 A 4.5 674 A 4.9 528
19 A 0.4 138 A 0.4 138 A 0.3 138 A 0.3 138 B 1. 438 B 1.3 438 A 0.3 138 A 0.2 138 A 0.2 138 A 0.2 138 A 0.2 138 A 0.2 138 A 0.1 138
20 A 0.3 124 A 0.3 124 A 0.2 124 A 0.2 124 A 0.2 124 A 0.3 124 A 0.3 124 A 0.3 124 A 0.2 124 A 0.2 124 A 0.2 124 A 0.2 124 F 0 0

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