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May 28th, 2017
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  1. octave-3.2.2:1> function y=f(x)
  2. > y(1)=4*(2*(log(sin(x(1)))+1)*(1+2*(cos(x(1)))^4-4*(cos(x(1)))^6)/(cos(x(1)))^4+sin(x(1))+2*sin(x(1))/(cos(x(1)))^2-2+4*(sin(x(1)))^2);
  3. > y(2)=4*(2*(log(sin(x(2)))+1)*(1+2*(cos(x(2)))^4-4*(cos(x(2)))^6)/(cos(x(2)))^4+sin(x(2))+2*sin(x(2))/(cos(x(2)))^2-2+4*(sin(x(2)))^2);
  4. > y(3)=4*(2*(log(sin(x(3)))+1)*(1+2*(cos(x(3)))^4-4*(cos(x(3)))^6)/(cos(x(3)))^4+sin(x(3))+2*sin(x(3))/(cos(x(3)))^2-2+4*(sin(x(3)))^2);
  5. > endfunction;
  6. octave-3.2.2:2> [x, info]=fsolve("f",[1;2;3;1])
  7. x =
  8.  
  9. 0.41127
  10. 2.73032
  11. 2.98125
  12. 1.00000
  13.  
  14. info =
  15.  
  16. -4.2945e-07 5.3428e-06 4.4409e-16
  17.  
  18. octave-3.2.2:3> function y=f(x)
  19. > y(1)=4*(2*(log(sin(x(1)))+1)*(1+2*(cos(x(1)))^4-4*(cos(x(1)))^6)/(cos(x(1)))^4+sin(x(1))+2*sin(x(1))/(cos(x(1)))^2-2+4*(sin(x(1)))^2);
  20. > y(2)=4*(2*(log(sin(x(2)))+1)*(1+2*(cos(x(2)))^4-4*(cos(x(2)))^6)/(cos(x(2)))^4+sin(x(2))+2*sin(x(2))/(cos(x(2)))^2-2+4*(sin(x(2)))^2);
  21. > y(3)=4*(2*(log(sin(x(3)))+1)*(1+2*(cos(x(3)))^4-4*(cos(x(3)))^6)/(cos(x(3)))^4+sin(x(3))+2*sin(x(3))/(cos(x(3)))^2-2+4*(sin(x(3)))^2);
  22. > y(1)=4*(2*(log(sin(x(1)))+1)*(1+2*(cos(x(1)))^4-4*(cos(x(1)))^6)/(cos(x(1)))^4+sin(x(1))+2*sin(x(1))/(cos(x(1)))^2-2+4*(sin(x(1)))^2);
  23. > endfunction;
  24. octave-3.2.2:4> [x, info]=fsolve("f",[1;2;3;1])
  25. x =
  26.  
  27. 0.41127
  28. 2.73032
  29. 2.98125
  30. 1.00000
  31.  
  32. info =
  33.  
  34. -4.2945e-07 5.3428e-06 4.4409e-16
  35.  
  36. octave-3.2.2:5>
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