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2.57 4_Trig_functions\4.1aSine\4.1.11(ex)^m(a+bx^n)^psin

Table 59: 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 0.2 82 A 0.2 82 A 0.2 82 A 0.2 82 A 0.2 82 A 0.2 82 A 0.2 82 A 0.2 82 A 0.2 82 A 0.1 82 A 0.1 82 A 0. 179 A 0. 179
2 A 0.1 65 A 0.1 65 A 0.2 65 A 0.1 65 A 0.2 65 A 0.2 65 A 0.2 65 A 0.2 65 A 0.1 65 A 0.1 65 A 0.1 65 A 0. 139 A 0. 139
3 A 0.3 110 A 0.3 110 A 0.4 110 A 0.4 110 A 0.5 110 A 0.5 110 A 0.5 110 A 0.5 110 A 0.4 110 A 0.3 110 A 0.3 110 A 0. 153 A 0. 153
4 A 0.2 64 A 0.2 64 A 0.3 64 A 0.3 64 A 0.3 64 A 0.3 64 A 0.4 64 A 0.3 70 A 0.3 70 A 0.2 70 A 0.2 70 A 0. 95 A 0. 95
5 A 0.3 95 A 0.3 95 A 0.5 95 A 0.4 95 A 0.6 95 A 0.6 95 A 0.6 95 A 0.4 101 A 0.3 101 A 0.3 101 A 0.3 101 A 0.1 137 A 0. 137
6 A 0.3 154 A 0.3 154 A 0.6 154 A 0.6 154 A 0.7 154 A 0.7 154 A 0.7 154 A 0.7 154 A 0.5 154 A 0.5 154 A 0.5 154 A 0.1 211 A 0.1 211
7 A 0.4 158 A 0.4 158 A 0.7 158 A 0.7 158 A 0.9 158 A 0.9 158 A 0.9 158 A 1. 158 A 0.6 158 A 0.6 158 A 0.5 158 A 0.1 293 A 0.1 293
8 A 0.4 176 A 0.4 176 A 0.7 176 A 0.7 176 A 0.9 176 A 0.9 176 A 0.9 176 A 0.9 176 A 0.6 176 A 0.5 176 A 0.5 176 A 0.2 194 A 0.2 194
9 A 1.2 540 A 1.2 540 A 2.1 540 C 7.2 2108 C 8.5 2557 C 8.6 2557 C 8.5 2557 C 8.5 2557 C 7. 2108 C 6.2 2108 C 9.1 1355 C 9.4 1355 C 9. 1355
10 A 0.2 54 A 0.2 54 A 0.2 54 A 0.1 54 A 0.2 54 A 0.2 54 A 0.2 54 A 0.2 54 A 0.2 54 A 0.1 54 A 0.1 54 A 0. 54 A 0. 54
11 C 0.5 155 C 0.5 155 C 0.3 163 C 0.3 163 C 0.4 163 C 0.3 163 C 0.3 163 C 0.3 163 C 0.2 163 C 0.2 163 C 0.2 163 C 0.1 328 C 0.1 325
12 C 1.2 419 C 1.2 419 C 1. 650 C 2. 650 C 2.7 650 C 2.8 650 C 2.8 650 C 2.7 650 C 2. 650 C 1.8 650 C 1.6 650 C 1.8 650 C 1.8 642
13 C 3.2 330 C 2.7 330 C 2.1 647 C 2. 647 C 2.6 647 C 3.9 647 C 3.9 647 C 3.1 647 C 2.6 647 C 2.2 647 C 2. 647 C 2.4 647 C 4.5 642
14 A 0.1 101 A 0.2 101 A 0.2 101 A 0.2 101 A 0.3 101 A 0.3 101 A 0.3 101 A 0.3 101 A 0.2 101 A 0.2 101 A 0.2 101 A 0. 219 A 0. 219
15 A 0.3 138 A 0.3 138 A 0.4 138 A 0.4 138 A 0.5 138 A 0.5 138 A 0.5 138 A 0.5 138 A 0.4 138 A 0.3 138 A 0.3 138 A 0.1 213 A 0.1 213
16 C 0.1 231 C 0.1 231 C 0.6 231 C 0.6 231 C 0.6 231 C 0.2 231 C 0.2 231 A 2.3 479 A 1.6 479 A 1.3 479 A 1.2 479 A 1.4 479 A 1.2 477
17 C 5. 196 C 5. 196 C 0.2 196 C 0.2 196 C 0.4 196 C 0.1 196 C 0.1 196 A 0.9 323 A 0.7 323 A 0.6 323 A 0.5 323 A 0.6 323 A 0.5 321
18 C 5. 196 C 5. 196 C 0.2 196 C 0.2 196 C 0.3 196 C 0.1 196 C 0.1 196 A 0.8 321 A 0.6 321 A 0.5 321 A 0.5 321 A 0.5 321 A 0.5 321
19 C 0.1 206 C 0.1 206 C 0.5 206 C 0.4 206 C 0.5 206 C 0.2 206 C 0.2 206 A 0.9 397 A 0.6 397 A 0.5 397 A 0.5 397 A 0.5 397 A 0.5 395
20 C 0.2 233 C 0.2 233 C 0.4 233 C 0.4 233 C 0.6 233 C 0.3 233 C 0.3 233 A 5. 645 A 4.3 645 A 3.7 645 A 5.6 644 B 6.6 847 B 6.5 845
21 C 0.2 406 C 0.2 406 C 0.3 406 C 0.2 406 C 0.3 406 C 0.4 406 C 0.4 406 B 6.3 1929 A 5.5 1314 A 3.8 1314 A 3.8 1314 A 4.2 1314 A 3.8 1306
22 C 0.5 457 C 0.5 457 C 0.7 457 C 0.6 457 C 0.8 457 C 0.9 457 C 0.9 457 B 6.5 2004 B 6.4 2004 B 6.4 2004 B 6.3 1996 B 6.3 1996 B 6.3 1992
23 C 0.5 2109 C 0.5 2109 C 1.1 2109 B 13.6 2929 B 16.7 2929 B 16.6 2929 B 16.6 2929 B 15.6 2929 B 14. 2929 B 12.5 2929 C 11.4 2731 C 12. 2731 C 11.5 2723

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