dichotomous_calculated_data.txt

1th iterarion
Xl = -5
Xr = 16
x1 = 4.975
x2 = 6.025
f(x1) = 30.725624999999994
f(x2) = 43.325625
f(x1) < f(x2)

2th iterarion
Xl = -5
Xr = 6.025
x1 = 0.23687500000000017
x2 = 0.7881250000000002
f(x1) = 1.2929847656250002
f(x2) = 2.4092660156250005
f(x1) < f(x2)

3th iterarion
Xl = -5
Xr = 0.7881250000000002
x1 = -2.250640625
x2 = -1.961234375
f(x1) = 3.8147425979003904
f(x2) = 2.8852058986816407
f(x1) > f(x2)

4th iterarion
Xl = -2.250640625
Xr = 0.7881250000000002
x1 = -0.8072269531249999
x2 = -0.6552886718749998
f(x1) = 0.8443884007264709
f(x2) = 0.7741145716127014
f(x1) > f(x2)

5th iterarion
Xl = -0.8072269531249999
Xr = 0.7881250000000002
x1 = -0.04943477539062487
x2 = 0.030332822265625135
f(x1) = 0.9530090216272966
f(x2) = 1.0312529023722232
f(x1) < f(x2)

6th iterarion
Xl = -0.8072269531249999
Xr = 0.030332822265625135
x1 = -0.40938605981445303
x2 = -0.3675080710449217
f(x1) = 0.75821088615595
f(x2) = 0.7675541112382376
f(x1) < f(x2)

7th iterarion
Xl = -0.8072269531249999
Xr = -0.3675080710449217
x1 = -0.5983604841369629
x2 = -0.5763745400329588
f(x1) = 0.7596747848396577
f(x2) = 0.755833070365246
f(x1) > f(x2)

8th iterarion
Xl = -0.5983604841369629
Xr = -0.3675080710449217
x1 = -0.48870558791824337
x2 = -0.47716296726364127
f(x1) = 0.7501275637442726
f(x2) = 0.7505215300642015
f(x1) < f(x2)

9th iterarion
Xl = -0.5983604841369629
Xr = -0.47716296726364127
x1 = -0.540791663622135
x2 = -0.534731787778469
f(x1) = 0.7516639598210615
f(x2) = 0.7512062970822886
f(x1) > f(x2)

10th iterarion
Xl = -0.540791663622135
Xr = -0.47716296726364127
x1 = -0.5105680328518505
x2 = -0.5073865980339258
f(x1) = 0.7501116833183579
f(x2) = 0.7500545618305148
f(x1) > f(x2)

11th iterarion
Xl = -0.5105680328518505
Xr = -0.47716296726364127
x1 = -0.49470062669745113
x2 = -0.4930303734180406
f(x1) = 0.7500280833573997
f(x2) = 0.750048575694692
f(x1) < f(x2)

12th iterarion
Xl = -0.5105680328518505
Xr = -0.4930303734180406
x1 = -0.5022376446207908
x2 = -0.5013607616491003
f(x1) = 0.750005007053449
f(x2) = 0.7500018516722657
f(x1) > f(x2)

13th iterarion
Xl = -0.5022376446207908
Xr = -0.4930303734180406
x1 = -0.4978641907994844
x2 = -0.49740382723934695
f(x1) = 0.750004561680941
f(x2) = 0.7500067401130032
f(x1) < f(x2)

14th iterarion
Xl = -0.5022376446207908
Xr = -0.49740382723934695
x1 = -0.499941581364605
x2 = -0.49969989049553276
f(x1) = 0.750000003412737
f(x2) = 0.7500000900657147
f(x1) < f(x2)

15th iterarion
Xl = -0.5022376446207908
Xr = -0.49969989049553276
x1 = -0.5010322114112933
x2 = -0.5009053237050303
f(x1) = 0.7500010654603977
f(x2) = 0.7500008196110108
f(x1) > f(x2)

16th iterarion
Xl = -0.5010322114112933
Xr = -0.49969989049553276
x1 = -0.500399358976307
x2 = -0.500332742930519
f(x1) = 0.750000159487592
f(x2) = 0.7500001107178578
f(x1) > f(x2)

17th iterarion
Xl = -0.500399358976307
Xr = -0.49969989049553276
x1 = -0.5000671114479392
x2 = -0.5000321380239005
f(x1) = 0.7500000045039464
f(x2) = 0.7500000010328526
f(x1) > f(x2)

18th iterarion
Xl = -0.5000671114479392
Xr = -0.49969989049553276
x1 = -0.49989268149554617
x2 = -0.49987432044792585
f(x1) = 0.7500000115172614
f(x2) = 0.7500000157953497
f(x1) < f(x2)

19th iterarion
Xl = -0.5000671114479392
Xr = -0.49987432044792585
x1 = -0.49997553572293285
x2 = -0.4999658961729322
f(x1) = 0.7500000005985008
f(x2) = 0.750000001163071
f(x1) < f(x2)

20th iterarion
Xl = -0.5000671114479392
Xr = -0.4999658961729322
x1 = -0.5000190341923109
x2 = -0.5000139734285606
f(x1) = 0.7500000003623004
f(x2) = 0.7500000001952567
f(x1) > f(x2)