[next] [prev] [prev-tail] [tail] [up]

2.101 4_Trig_functions\4.2bCotangent\4.2.2.1(a+bcot)^m(c+dcot)^n

Table 103: 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 B 0.2 117 B 0.2 117 B 0.3 117 B 0.3 117 B 0.4 117 B 0.9 112 B 0.9 112 B 0.9 112 B 0.8 112 B 0.7 112 B 0.2 105 B 0.2 105 F 0 0
2 C 0.1 68 C 0.1 68 C 0.2 68 C 0.2 68 C 0.2 68 A 1.3 128 A 1.4 128 A 1.2 128 A 1.3 128 A 1.1 128 A 0.9 128 A 0.9 129 A 0.7 129
3 A 0.9 187 A 0.9 187 A 1.3 187 A 1.2 187 A 1.3 187 A 4.6 136 A 18.3 136 A 17.9 136 A 4.4 136 A 3. 176 A 1.8 153 A 1.7 153 A 1.7 153
4 A 1. 173 A 1. 173 C 0.5 141 C 0.5 141 C 0.5 141 A 3.9 173 A 17.2 173 A 17. 173 A 3.8 173 A 1.6 164 A 0.8 164 A 0.8 164 A 0.8 164
5 B 5.4 401 B 5.2 401 C 6.1 729 C 6.1 729 C 6.1 729 A 3.7 144 A 6.5 129 A 6.1 129 A 5.8 145 C 5.4 196 C 3.2 196 C 3. 196 A 1.9 114
6 B 3.2 380 B 3.2 380 C 2.9 332 C 2.8 332 C 3.2 332 A 2.8 169 A 4. 169 A 3.8 169 A 2.9 169 A 2. 114 A 1.6 114 A 1.6 114 A 1.5 114
7 B 1. 342 B 1. 342 C 5.4 292 C 5.1 292 C 6.1 553 A 1.6 96 A 4.6 96 A 4.2 96 A 1.8 96 A 1.1 96 A 0.9 96 A 0.9 96 A 0.8 96
8 B 0.5 283 B 0.5 283 A 0.3 98 A 0.2 98 A 0.3 98 A 0.3 98 A 0.3 98 A 0.3 98 A 0.3 98 C 14. 1655 C 2. 166 C 1.7 172 C 2.2 247
9 C 2.3 339 C 2.2 339 A 1.4 217 A 1.3 217 A 1.5 217 A 1.8 217 A 1.9 217 A 1.7 217 A 1.6 217 C 8.8 236 C 10.2 342 C 3.8 240 C 10.1 1990
10 C 0.4 75 C 0.4 75 C 0.4 96 C 0.3 96 C 0.4 96 C 0.5 96 C 0.5 96 C 0.4 96 C 0.5 96 C 4. 261 C 3.3 261 C 2.2 246 C 2.5 253
11 C 0.3 67 C 0.3 67 C 0.3 98 C 0.3 98 C 0.3 98 C 0.4 98 C 0.4 98 C 0.3 98 C 0.4 98 C 1.5 98 C 1.2 98 C 1.3 98 C 0.7 98
12 C 0.3 82 C 0.3 82 C 0.4 82 C 0.3 82 C 0.4 82 A 3.2 177 A 3.3 177 A 3. 177 A 2.9 248 A 2.2 248 A 1.9 248 A 1.8 249 A 1.8 249
13 C 0.4 249 C 0.4 249 C 0.7 249 C 0.6 249 C 0.7 249 A 14.1 196 A 4.7 196 A 4.3 196 A 0.6 296 A 0.5 296 A 0.4 296 A 0.4 298 A 0.3 298
14 C 0.2 245 C 0.2 245 C 0.2 248 C 0.2 248 C 0.3 248 A 1.1 296 A 1.1 296 A 15.7 296 A 0.4 296 A 0.4 296 A 0.2 296 A 0.2 298 A 0.2 298
15 C 1.8 295 C 1.8 295 C 3. 300 C 2.8 300 C 3.9 300 A 3.6 497 A 3.7 497 A 3.5 497 A 1.6 288 A 1.3 288 A 1.1 288 A 1. 289 A 1.1 289
16 C 1.4 144 C 1.4 144 C 2.1 144 C 1.8 144 C 2.1 144 C 3.2 352 C 3.4 352 C 3.1 352 C 1.9 186 C 1.7 186 C 1.4 186 C 1.4 186 A 1.4 129
17 C 3.4 202 C 3.5 202 C 5.4 202 C 4.8 202 C 5.5 202 C 6.4 863 C 6.4 863 C 6.4 700 C 5.4 234 C 4. 234 C 3.9 234 C 3.4 234 A 1.6 193
18 A 0.4 212 A 0.5 212 A 0.6 212 A 0.6 212 A 7.8 149 A 0.9 149 A 1. 149 A 0.9 149 A 0.4 114 A 0.3 114 A 0.3 114 A 0.2 114 A 0.2 114
19 A 0.8 222 A 0.8 222 A 4.2 253 A 3.9 253 A 8.2 253 A 6.1 253 A 6.4 253 A 5.9 253 B 6.5 479 B 12.5 479 B 10. 479 B 10.9 479 B 12.4 479
20 A 1.4 154 A 1.4 154 A 0.7 154 A 0.6 154 A 0.4 145 A 0.5 154 A 0.5 154 A 0.5 154 A 0.2 101 A 0.2 101 A 0.1 101 A 0.1 101 A 0.1 101
21 A 1.1 226 A 1.2 226 A 1.8 226 A 1.7 226 A 1.9 226 A 5.6 191 A 5.8 191 A 5.1 213 A 1.7 130 A 1.3 130 A 1.1 130 A 1.1 130 A 1. 130
22 A 2. 253 A 2. 253 A 6.5 232 A 5.9 232 A 6.6 232 B 6.6 587 B 6.6 587 B 6.6 587 B 6.5 587 A 5.5 263 A 4.2 263 A 4.2 263 A 3.5 263

[next] [prev] [prev-tail] [front] [up]