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# What are examples of variables that follow a poisson distribution?

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A poisson distribution displays discrete random variables, according to the University of Glasgow. Examples of discrete random variables include the numbers of cars that pass through an intersection in a given period of time. A discrete random variable is a representation of a countable number of separate values; this variable is always a finite number. Discrete random variables follow a poisson distribution.

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Discrete random variables are essentially counts; they are distinguished from continuous random variables because they are not measurements with expected growth. A discrete random variable is the number of the quantity in question, in a given area, within a given time. To provide an analogy in the difference between a discrete random variable and a continuous random variable, the discrete random variable is a snapshot of time, while a continuous random variable is streaming footage.

To further illustrate the property of discrete random variables, in a real life example, consider the number of phone calls received at a call center in an elapsed period of time. A poisson distribution requires that an event or variable is independent of previous occurrences. The phone calls received at one hour are independent of the phone calls received in another hour. The phone calls are counted within certain hours, and these serve as the data of the discrete random variables. Variables that follow a poisson distribution are usually counted.

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## Related Questions

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Some examples of continuous variables are measuring people's weight within a certain range, measuring the amount of gas put into a gas tank or measuring the height of people. A continuous variable is any variable that can be any value in a certain range.

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Examples of quantitative variables include height and weight, while examples of qualitative variables include hair color, religion and gender. Quantitative variables are often represented in units of measurement, and qualitative variables are represented in non-numerical terms.

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Dichotomous variables are variables that have two levels. A very common example of a dichotomous variable is gender, which has two outcomes and is reported as male or female.