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Dec 12th, 2018
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  1. N_1=20;
  2. N_2=50;
  3. N_3=100;
  4. N_4=500;
  5. N_5=1000;
  6. N_6=5000;
  7.  
  8. x=normrnd(100,40,[1,10000]);
  9.  
  10. N_1_random=datasample(x,N_1);
  11. N_1_mean=mean(N_1_random);
  12. N_1_var=var(N_1_random);
  13.  
  14. SEM_1 = std(N_1_random)/sqrt(length(N_1_random));
  15. ts_1 = tinv(0.93,length(N_1_random)-1);
  16. CI_1 = mean(N_1_random) + ts_1*SEM_1;
  17.  
  18. plot(log10(N_1),CI_1);
  19.  
  20. N_2_random=datasample(x,N_2);
  21. N_2_mean=mean(N_2_random);
  22. N_2_var=var(N_2_random);
  23.  
  24. SEM_2 = std(N_2_random)/sqrt(length(N_2_random));
  25. ts_2 = tinv(0.93,length(N_2_random)-1);
  26. CI_2 = mean(N_2_random) + ts_2*SEM_2;
  27.  
  28. N_3_random=datasample(x,N_3);
  29. N_3_mean=mean(N_3_random);
  30. N_3_var=var(N_3_random);
  31.  
  32. SEM_3 = std(N_3_random)/sqrt(length(N_3_random));
  33. ts_3 = tinv(0.93,length(N_3_random)-1);
  34. CI_3 = mean(N_3_random) + ts_3*SEM_3;
  35.  
  36. N_4_random=datasample(x,N_4);
  37. N_4_mean=mean(N_4_random);
  38. N_4_var=var(N_4_random);
  39.  
  40. SEM_4 = std(N_4_random)/sqrt(length(N_4_random));
  41. ts_4 = tinv(0.93,length(N_4_random)-1);
  42. CI_4 = mean(N_4_random) + ts_4*SEM_4;
  43.  
  44. N_5_random=datasample(x,N_5);
  45. N_5_mean=mean(N_5_random);
  46. N_5_var=var(N_5_random);
  47.  
  48. SEM_5 = std(N_5_random)/sqrt(length(N_5_random));
  49. ts_5 = tinv(0.93,length(N_5_random)-1);
  50. CI_5 = mean(N_5_random) + ts_5*SEM_5;
  51.  
  52. N_6_random=datasample(x,N_6);
  53. N_6_mean=mean(N_6_random);
  54. N_6_var=var(N_6_random);
  55.  
  56. SEM_6 = std(N_6_random)/sqrt(length(N_6_random));
  57. ts_6 = tinv(0.93,length(N_6_random)-1);
  58. CI_6 = mean(N_6_random) + ts_6*SEM_6;
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