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- %Caracteristici numerice ale unei selectii
- %media si dispersia de selectie
- %Determinati prin simulare media si dispersia de selectie a unei variabile
- %aleatoare repartizate uniform pe intervalul a,b. Comparati cu valorile
- %teoretice.
- % clc
- % clear all
- % help l5p3.m
- %
- % n=1000000;
- % a=-3;
- % b=5;
- % x=rand(1,n)*(b-a)+a;
- % ms=sum(x)/n
- % ds=sum((x-ms).^2)/n
- % mt=(a+b)/2
- % dt=(b-a)^2/12
- %Determinati prin simulare medai si dispersia de selectie a unei var
- %aleatoare rep normal.comparati cu valorile teoretice
- clc
- clear all
- help l5p3.m
- n=100;
- m=-3;
- a=-3;
- sigma=1/2;
- b=5;
- x=randn(1,n)*sigma+m;
- x=rand(1,n)*(sigma^2-m)+m;
- f=(1/(sigma*sqrt(2*pi)))*exp(-((x-m).^2)/(2*sigma^2));
- ms=sum(x)/n
- ds=sum((x-ms).^2)/n
- %mt=(a+b)/2
- %dt=(b-a)^2/12
- mt=(m+sigma^2)/2
- dt=((sigma^2-m)^2)/12
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