19 March 2024 9:42:10.041 PM zero_chandrupatla_test(): Fortran90 version zero_chandrupatla() seeks a root of a function f(x) in an interval [a,b]. f_01(x) = x**3 - 2 x - 5 A Z B F(A) F(Z) F(B) 2.094556 2.094551 2.094551 0.523216E-04 -0.349042E-05 -0.349042E-05 Number of calls to F = 7 f_02(x) = 1 - 1/x**2 A Z B F(A) F(Z) F(B) 1.000005 1.000000 1.000000 0.900249E-05 -0.997852E-06 -0.997852E-06 Number of calls to F = 8 f_03(x) = ( x - 3 )**3 A Z B F(A) F(Z) F(B) 3.000002 3.000002 2.999992 0.693889E-17 0.693889E-17 -0.444089E-15 Number of calls to F = 21 f_04(x) = 6 * ( x - 2 )**5 A Z B F(A) F(Z) F(B) 1.999998 1.999998 2.000008 -0.151461E-27 -0.151461E-27 0.155096E-24 Number of calls to F = 21 f_05(x) = x**9 A Z B F(A) F(Z) F(B) -0.000006 0.000004 0.000004 -0.657600E-47 0.171057E-48 0.171057E-48 Number of calls to F = 21 f_06(x) = x**19 A Z B F(A) F(Z) F(B) -0.000006 0.000004 0.000004 -0.247443E-99 0.111620-102 0.111620-102 Number of calls to F = 21 f_07(x) = x e**(-1/x2) A Z B F(A) F(Z) F(B) -0.008278 -0.008278 0.207190 -0.00000 -0.00000 0.158302E-10 Number of calls to F = 8 f_08(x) = -(3062(1-xi)e**(-x)/(xi+(1-xi)e**(-x)) - 1013 + 1628/x A Z B F(A) F(Z) F(B) 1.037541 1.037536 1.037536 -0.495108E-02 0.335259E-03 0.335259E-03 Number of calls to F = 9 f_09(x) = e**x - 2 - 0.01/x**2 + 0.000002/x**3 A Z B F(A) F(Z) F(B) 0.703210 0.703205 0.703205 0.103432E-04 -0.456893E-07 -0.456893E-07 Number of calls to F = 7 zero_chandrupatla_test(): Normal end of execution. 19 March 2024 9:42:10.041 PM