Theory and Modern Applications
From: Generalization of the bisection method and its applications in nonlinear equations
q | \(\lambda _{1}\) | \(f(\lambda _{1})\) | \(\lambda _{2}\) | \(f(\lambda _{2})\) | \(\lambda _{3}\) | \(f(\lambda _{3})\) |
---|---|---|---|---|---|---|
0.1 | 0.113636364 | 0.293216 | 0.126033058 | 0.244321 | 0.137302780 | 0.202440 |
0.2 | 0.125000000 | 0.248280 | 0.145833333 | 0.172278 | 0.163194444 | 0.114782 |
0.25 | 0.130000000 | 0.229308 | 0.154000000 | 0.144595 | 0.173200000 | 0.083927 |
0.3 | 0.134615385 | 0.212213 | 0.161242604 | 0.120993 | 0.181725080 | 0.058918 |
0.4 | 0.142857143 | 0.182654 | 0.173469388 | 0.083119 | 0.195335277 | 0.021407 |
0.4474 | 0.146367811 | 0.170431 | 0.178402463 | 0.068526 | 0.200534604 | 0.007862 |
0.5 | 0.150000000 | 0.158010 | 0.183333333 | 0.054331 | 0.205555556 | −0.004803 |
0.55 | 0.153225806 | 0.147170 | 0.187565036 | 0.042459 | 0.209719378 | −0.014992 |
0.6 | 0.156250000 | 0.137168 | 0.191406250 | 0.031931 | 0.213378906 | −0.023709 |
0.65 | 0.159090909 | 0.127913 | 0.194903581 | 0.022551 | 0.216608231 | −0.031213 |
0.7 | 0.161764706 | 0.119325 | 0.198096886 | 0.014158 | 0.219468756 | −0.037710 |
0.75 | 0.164285714 | 0.111337 | 0.201020408 | 0.006619 | 0.222011662 | −0.043365 |
0.8 | 0.166666667 | 0.103889 | 0.203703704 | −0.000180 | 0.183127572 | 0.054916 |
0.9 | 0.171052632 | 0.090411 | 0.208448753 | −0.011913 | 0.188766584 | 0.039141 |
0.99 | 0.174623116 | 0.079671 | 0.212122169 | −0.020741 | 0.193278423 | 0.026886 |
1 | 0.175 | 0.078549 | 0.2125 | −0.021636 | 0.19375 | 0.025624 |