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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
14.1
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 0.7 151 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 0.4 113 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 1. 247 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 0.8 165 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 1.2 327 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 0.9 239 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 0.4 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 0.1 90 A 0. 90 A 0. 90 A 0. 90
8 A 0.2 93 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 0.9 169 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 A 0.1 81
11 A 1.6 329 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 0.6 248 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 1. 199 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 0.8 229 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 1.3 332 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 0.6 199 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 0.8 172 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 0.9 271 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 1.2 138 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 0.5 124 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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