2.94 4_Trig_functions\4.2aTangent\4.2.4.2(a+btan)^m(c+dtan)^n(A+Btan+Ctan^2)

Table 96: 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 0.4 110 A 0.4 110 A 0.4 110 A 0.4 110 A 0.5 110 A 1.6 142 A 1.6 142 A 1.5 142 A 1.4 142 A 1.3 142 A 1.2 142 A 1.3 142 A 1.2 142
2 A 0.3 115 A 0.3 115 A 0.4 115 A 0.4 115 A 0.4 115 A 0.8 121 A 0.8 121 A 0.8 121 A 0.7 121 A 0.7 121 A 0.6 121 A 0.6 121 A 0.6 129
3 C 1.1 161 C 1.1 161 C 1.7 161 C 1.6 161 C 1.7 161 A 3.2 210 A 3.2 210 A 3.1 210 A 2.8 151 A 2.4 151 A 2.4 151 A 0.1 165 A 0.2 165
4 C 5.8 352 C 5.9 352 C 6.6 383 C 6.5 383 C 6.6 383 B 6.7 1158 B 6.7 1158 B 6.6 1158 A 6.3 589 A 6.3 589 A 6.3 589 A 0.2 589 A 0.2 589
5 C 0.8 176 C 0.8 176 C 1.1 176 C 1.1 176 C 1.3 176 A 2.3 168 A 2.3 168 A 2.2 168 A 2.1 138 A 1.8 138 A 1.8 138 A 0.1 155 A 0.1 155
6 C 4.1 277 C 4.2 277 C 8. 2640 C 7.8 2640 A 9.4 579 C 8.1 2640 C 8.2 2640 C 8. 2640 A 5.4 380 A 4.9 380 A 5.7 380 A 6.3 572 A 6.6 512
7 C 4.7 457 C 4.7 457 A 16.1 1451 A 15.2 1451 A 16.7 1451 A 17.4 1451 A 17.8 1451 A 17.3 1451 A 6.5 1295 A 6.5 1295 A 6.5 1295 A 6.5 1295 A 9.7 1192
8 A 7.9 984 A 7.9 984 A 9.1 984 A 8.8 984 B 20.6 1071 C 9.1 8527 C 9.2 8527 C 9. 8527 A 6.4 613 A 6.4 613 A 6.4 613 A 6.4 613 A 13.8 609
9 A 7.9 912 A 7.9 912 A 9.1 912 A 8.9 912 B 21.6 1267 C 9. 7733 C 9.1 7733 C 8.9 7733 A 6.4 683 A 6.4 683 A 6.5 683 A 6.4 683 A 81.5 681
10 A 6.4 564 A 6.4 564 A 6.5 564 A 6.5 564 A 6.5 564 B 14.6 1480 B 14.9 1480 B 14.5 1480 B 6.6 1455 B 6.5 1455 B 6.5 1455 B 6.4 1455 B 6.4 1455
11 A 0.4 194 A 0.3 194 A 0.5 194 A 0.4 194 A 0.5 194 C 35.9 262487 C 36.1 262487 C 35.9 262487 A 0.5 204 A 0.5 204 A 0.4 204 A 0.4 204 A 0.4 204
12 C 6.5 920 C 6.5 920 C 6.8 920 C 6.8 920 C 6.9 920 B 11.5 1173 B 11.6 1173 B 11.4 1173 A 6.8 455 A 6.6 455 A 6.7 455 A 6.6 455 A 6.5 455
13 C 5. 414 C 5. 414 C 6.6 502 C 6.6 502 C 6.7 502 B 10. 1262 B 10.1 1262 B 9.9 1262 A 6.6 398 A 6.5 398 A 6.6 398 A 6.5 398 A 6.5 398
14 A 8.3 1304 A 8.3 1304 A 9.3 1304 A 8.2 1316 C 50.3 1731183 C 50.7 1731183 C 51.2 1731183 C 49.8 1731183 A 8.5 965 A 8.3 965 A 8.5 965 F 0 0 A 6.8 1003
15 B 6.9 1664 B 6.9 1664 C 40. 1073629 C 39.2 1073629 C 40.9 1073629 C 44.5 1073629 C 44.4 1073629 C 43.8 1073629 B 7.9 830 B 7.7 830 A 7.7 697 F 0 0 A 6.6 703
16 A 8.5 1261 A 8.4 1261 A 9.9 1261 A 9.4 1261 C 48.9 1631616 C 48.9 1631616 C 49.7 1631616 C 48.4 1631616 A 8.3 975 A 8.1 975 A 8.2 975 F 0 0 A 6.6 981
17 A 7.9 780 A 7.8 780 A 9. 780 A 8.7 780 A 10.6 780 C 44.2 933453 C 44.6 933453 C 43.3 933453 A 7.5 756 A 7.4 756 A 7.3 756 F 0 0 A 6.6 762
18 C 7. 802 C 7. 802 C 47.5 2018669 C 46.3 2018669 C 48.9 2018669 C 55.7 2018669 C 59.8 2018669 C 54.6 2018669 B 9.7 1123 B 9.4 1123 A 9.7 1069 F 0 0 A 7. 1073
19 C 6.8 641 C 6.7 641 C 49.6 2345519 C 48.3 2345519 C 53.2 2345519 C 59. 2345519 C 71.4 4231011 C 70.8 4231011 B 11.2 1371 B 10.8 1371 B 11.4 1344 F 0 0 B 7.3 1278
20 A 7.7 785 A 7.6 785 A 8.6 785 A 8.3 785 A 9.4 785 C 43.8 933387 C 43.9 933387 C 43.6 933387 A 7.5 756 A 7.3 756 A 7.2 756 F 0 0 A 6.6 762
21 B 7.1 2141 B 7.1 2141 C 39.8 1073499 C 39.2 1073499 C 40.3 1073499 C 44.3 1073499 C 44.7 1073499 C 44. 1073499 B 7.9 830 B 7.7 830 A 7.6 697 F 0 0 A 6.6 703
22 A 3.7 403 A 3.5 403 C 35.8 621084 C 35.5 621084 C 35.8 621084 C 38. 621084 C 38.2 621084 C 38.1 621084 A 4.6 489 A 3.8 517 A 3.6 517 F 0 0 A 3.3 519
23 A 3.9 403 A 3.9 403 A 6. 403 A 5.7 403 A 6.5 403 C 36.2 415768 C 36. 415768 C 35.8 415768 B 7.5 809 B 7.2 809 B 7.2 809 B 122.9 36281 B 6.7 811
24 A 6.8 903 A 6.8 903 A 7. 903 A 6.9 903 A 7.3 903 C 41.1 816231 C 40.9 816231 C 40.7 816231 A 8.6 1124 A 8.2 1124 A 8.5 1124 F 0 0 B 7.4 5008
25 A 5.2 308 A 5.3 308 A 6.4 505 A 6.4 505 A 6.4 505 F 0 0 F 0 0 F 0 0 A 1.2 256 A 1.3 256 A 1.2 256 A 1.2 256 C 59.1 13935
26 B 6.2 2238 B 6.2 2238 B 6.3 2238 B 6.2 2238 B 6.3 2238 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0 F 0 0