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Nov 13th, 2019
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  1. >> %HARJOITUKSET
  2. >> %1. e^x = -x^2+2x+6
  3. >> x=-2:0.01:4;
  4. >> f1=exp(x);
  5. >> f2=-x^2+2*x+6;
  6. Error using ^ (line 51)
  7. Incorrect dimensions for raising a matrix to a power.
  8. Check that the matrix is square and the power is a
  9. scalar. To perform elementwise matrix powers, use '.^'.
  10.  
  11. >> f2=-x.^2+2*x+6;
  12. >> figure
  13. >> plot(x,f1,x,f2)
  14. >> grid
  15. >> %Kuvasta nähdään, että leikkauspisteet ovat likimain
  16. >> > % -1.57 ja 1.88
  17. > % -1.57 ja 1.88
  18. Error: Invalid use of operator.
  19.  
  20. >> %Määritetään derivaatta
  21. >> syms x
  22. >> diff(exp(x)+x.^2-2*x-6)
  23.  
  24. ans =
  25.  
  26. 2*x + exp(x) - 2
  27.  
  28. >> %ratkaisut
  29. >> x=-1.57;
  30. >> delta=100;
  31. >> while(delta>0.000001)
  32. f=exp(x)+x.^2-2*x-6;
  33. Df=2*x+exp(x)-2;
  34. X=x-f/Df;
  35. delta=abs(X-x);
  36. x=X;
  37. end
  38. >> x
  39.  
  40. x =
  41.  
  42. -1.6076
  43.  
  44.  
  45. >> x=1.88;
  46. >> delta=100;
  47. >> while(delta>0.000001)
  48. f=exp(x)+x.^2-2*x-6;
  49. Df=2*x+exp(x)-2;
  50. X=x-f/Df;
  51. delta=abs(X-x);
  52. x=X;
  53. end
  54. >> x
  55.  
  56. x =
  57.  
  58. 1.8397
  59.  
  60. >> % Vastukest ovat x= -1.6076 ja 1.8397
  61. >>
  62. >>
  63. >> %Harjoitus 2
  64. >> %6cos(x) = 2x+1
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