Explain How a Continuous Distribution Differs from a Discrete Distribution

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The Answer is In a discrete distribution,the observations are countable,and there is a discrete "jump" between successive values.It is not necessary that the values be stated in whole numbers.Since money is measured to the cent,it is considered a discrete variable.In contrast,values in a continuous distribution can be measured to an infinitesimally small degree of accuracy.In other words,the values are continuous-there is no discrete jump.Examples of continuous variables include time,weight,and distance.Both discrete and continuous distributions can be graphed as histograms.The difference is that,with a continuous distribution,the measurement scale can be refined.

Explain How a Continuous Distribution Differs from a Discrete Distribution

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