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Jun 9th, 2018
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Octave 1.15 KB | None | 0 0
  1. fi=[-1,2,0,-1,3];
  2. gi=inline("i*i*log(2*i+1)+(i^2)/(i+1)");
  3. i=3;
  4. z=0.1;
  5. i1=i+z;
  6. i2=i-z;
  7. disp("t(i)= -i^4 + 2*i^3 - i + 3");
  8. disp("Pierwsza pochodna");
  9. tp = (polyval(fi,i1)-polyval(fi,i2))/(2*z);
  10. disp(tp);
  11. disp("Sprawdzenie");
  12. disp(polyval(polyder(fi),i));
  13. disp("Druga pochodna ");
  14. tpp = (polyval(fi,i1)+polyval(fi,i2)-2*polyval(fi,i))/z^2;
  15. disp(tpp);
  16. disp("Sprawdzenie");
  17. disp(polyval(polyder(polyder(fi)),i));
  18. disp("-------------------------------------------------------------------------");
  19. disp("k(i)= 3*i*log(2*i + 1) + (i^2)/(i+1)");
  20. disp("Pierwsza pochodna");
  21. disp((gi(i1)-gi(i2))/(2*z));
  22. disp("Sprawdzenie");
  23. disp("k'(i)= -i^2/(1 + i)^2 + (2*i)/(1 + i) + (6*i)/(1 + 2*i) + 3*log(1 + 2*i)");
  24. kp = -i^2/(1 + i)^2 + (2*i)/(1 + i) + (6*i)/(1 + 2*i) + 3*log(1 + 2*i);
  25. disp(kp);
  26. disp("Druga pochodna ");
  27. disp((gi(i1)+gi(i2)-2*gi(i))/z^2);
  28. disp("Sprawdzenie");
  29. disp("k''(i) = (2*(6*i^4 + 24*i^3 + 40*i^2 + 28*i + 7))/((1 + i)^3 * (1 + 2*i)^2)");
  30. kpp = (2*(6*i^4 + 24*i^3 + 40*i^2 + 28*i + 7)) / ((1 + i)^3 * (1 + 2*i)^2);
  31. disp(kpp);
  32. disp("(5*(t''(i) - k''(i))^2 + 10) / ((t'(i)+k'(i))^2 + 1)");
  33. disp((5*(tpp - kpp)^2 + 10) / ((tp+kp)^2 + 1));
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