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Markov chain based Weather Pattern. Probability of drawing 3 balls 10,100 & 1000 times for randomly choosing black and Probability drawing 2 balls 10,100 & 1000 times for chosen random same color. An M/M/1 queue Poisson process. (Theory of Probability)

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R-Studio-Probability-and-Statstics-Simulation

Probability of drawing 3 balls 10, 100 and 1000 times for that randomly choosing are of black ......>>> BalckBallsChosenProbSim.R Probability of drawing 2 balls 10, 100 & 1000 times for chosen randomly are of the same color. Both simulations conducted ....>>> TwoballsSameColorProbSim.R

simulation the process of generating pairs of (X,Y) values estimation of the probability that Y-X is at least half (Y = 2X). 1000x Sim

Markov chain based weather pattern probablity project

An M/M/1 queue represents the queue length in a system having a single server, where arrivals are determined by a Poisson process. (Theory of Probability)

The Poisson point process is used in queuing theory to model random random events, such as the arrival of customers at a store or phone calls at an exchange, distributed in time

Simulating an M/M/1 queue, assuming customers come according to a poisson process with rate 0.5 person per minute and the service time follows an exponential distribution with mean 3 minutes. Estimate the mean waiting time for the system.

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Markov chain based Weather Pattern. Probability of drawing 3 balls 10,100 & 1000 times for randomly choosing black and Probability drawing 2 balls 10,100 & 1000 times for chosen random same color. An M/M/1 queue Poisson process. (Theory of Probability)

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