central limit theorem , convolution
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in probability course assignment about proving the central limit theorem "CLT" using matlab
given these two random variables
X=1/3(u(x)-u(x-3))
Y=1/4(u(x)-u(x-4)) , u(x) is a unit-step fun.
W=X+Y , the sum of the 2 random variables is the convolution of their density functions
and plot the results of summation of :
1. n=10 random variables
2. n=20 random variables
3. n=50 random variables
please help me doing this assignment , professor gave us a hint that we can use convolution with for loop and plot the final function I can't figure out how I can do it thanks in advance I will appreciate any help with assignement :)
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