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Pasted as C# by lalala ( 15 years ago )
Supposed interval: [0; 0,5]
=========== Dichotomy method start ============
i = 1; Interval = [0; 0,5]; Value = 0,312843019568837
i = 2; Interval = [0; 0,25]; Value = 0,0656784502837131
i = 3; Interval = [0; 0,125]; Value = -0,0648363575337907
i = 4; Interval = [0,0625; 0,125]; Value = 0,00100029757947184
i = 5; Interval = [0,0625; 0,09375]; Value = -0,0317730244694783
i = 6; Interval = [0,078125; 0,09375]; Value = -0,0153501385052996
i = 7; Interval = [0,0859375; 0,09375]; Value = -0,0071658673241124
i = 8; Interval = [0,08984375; 0,09375]; Value = -0,00308052196175912
i = 9; Interval = [0,091796875; 0,09375]; Value = -0,0010395465094708
i = 10; Interval = [0,0927734375; 0,09375]; Value = -1,94830502773247E-05
i = 11; Interval = [0,09326171875; 0,09375]; Value = 0,000490442617569142
i = 12; Interval = [0,09326171875; 0,093505859375]; Value = 0,000235488621977087
i = 13; Interval = [0,09326171875; 0,0933837890625]; Value = 0,00010800499544383
3
i = 14; Interval = [0,09326171875; 0,09332275390625]; Value = 4,42615249831579E-
05
i = 15; Interval = [0,09326171875; 0,093292236328125]; Value = 1,23893754531146E
-05
==== Dichotomy solve: root = 0,0932769775390625; Iterations count = 15 ====
=========== Secant (fixed) method start ============
x0 = 0; x1 = 0,5
i = 1; xn = 0,5; Value (xn) = 0,751588746949043
i = 2; xn = 0,105087413360674; Value (xn) = 0,0245991096050082
i = 3; xn = 0,0935777648856101; Value (xn) = 0,00064061498124901
==== Secant (fixed) solve: root = 0,0932712516451567; Iterations count = 4 ====
=========== Secant (free) method start ============
x0 = 0; x1 = 0,5
i = 1; xprev = 0,5; xn = 0,105087413360674; Value (xn) = 0,0245991096050082
i = 2; xprev = 0,105087413360674; xn = 0,0917247772182543; Value (xn) = -0,00323
12482087582
i = 3; xprev = 0,0917247772182543; xn = 0,0932762482553289; Value (xn) = 1,08660
602253785E-05
==== Secant (free) solve: root = 0,0932710484454739; Iterations count = 4 ====
=========== Newton's method start ============
x0 = 0,5; x1 = 0,0318427267684447
i = 1; xn = 0,0922314274116345; Value (xn) = -0,00217218558362409
i = 2; xn = 0,093270739418116; Value (xn) = -6,40723885725336E-07
==== Newton's method solve: root = 0,0932710461622097; Iterations count = 3 ====
=========== Parabolic method start ============
x0 = 0,5
xn = 0,097451428288613; Value (xn) = 0,751588746949043
xn = 0,0932715229184847; Value (xn) = 0,00872157313714106
xn = 0,0932710461622424; Value (xn) = 9,9584320500945E-07
==== Parabolic method solve: root = 0,0932710461622424; Iterations count = 3 ===
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