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Difference Between Discrete and Continuous Probability Distributions

September 27, 2011Posted byAdmin

Discrete vs Continuous Probability Distributions Statistical experiments are random experiments that can be repeated indefinitely with a known set of outcomes. A variable is said to be a random variable if it is an outcome of a statistical experiment. For example, consider a random experiment of flipping a coin twice; the possible outcomes are HH, […]

Filed Under:MathematicsTagged With:Binomial Distribution,chi squared distribution,continuous,Continuous Probability Distribution,continuous probability distribution vs,cumulative distribution function,discrete,Discrete Probability Distribution,discrete probability distribution vs,F distribution,Hyper-geometric distribution,multinomial distribution,Normal Distribution,Poisson Distribution,Probability Density Function,probability distribution,probability distributions,probability mass function,random variable,student t distribution

Difference Between Poisson Distribution and Normal Distribution

June 19, 2011Posted byOlivia

Poisson Distribution vs Normal Distribution Poisson and Normal distribution come from two different principles. Poisson is one example for Discrete Probability Distribution whereas Normal belongs to Continuous Probability Distribution. Normal Distribution is generally known as ‘Gaussian Distribution’ and most effectively used to model problems that arises in Natural Sciences and Social Sciences. Many rigorous problems […]

Filed Under:MathematicsTagged With:Bell curve,Central Limit Theorem,Continuous Probability Distribution,Discrete Probability Distribution,Gaussian Distribution,Normal,Normal Distribution,Peak Graph Value,Poisson,Poisson Distribution,Probability Density Function,Standard Normal Distribution

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