This repository contains simulation files of important discrete RVs in MATLAB, and here the results of simulation have been shown.
Figure 1 shows the CDF of maximum and minimum of $X_1$ , $X_2$ and $X_3$ ; in which $X_i$ are independent.
The CDF of
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Figure 2 shows the CDF and PMF of Bernoulli(p = 0.75) distribution.
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The CDF and PMF of Binomial(n = 10, p = 0.5) distribution have been shown in figure 3.
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Figure 4 shows the fact that when n -> $\infty$ and p -> 0 => Binomial(n, p) -> Poisson(λ = n $\times$ p)
This figure has been plotted for n = 50 and p = 0.01.
The PMF of Multinomial distribution X where X =
The CDF abd PMF of Geometric distribution with p = 0.5 have been shown in figure 6.
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The CDF and PMF of Negative Binomial distribution with R=3 and p = 0.5 have been shown in figure 7.
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The CDF and PMF of Poisson distribution with λ=5 has been shown in figure 8.
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