March 2020
Beginner to intermediate
352 pages
8h 40m
English
In order to understand the concept of the distribution function, it is essential to understand the concept of a continuous function. So, what do we mean when we refer to a continuous function? Basically, a continuous function is any function that does not have any unexpected changes in value. These abrupt or unexpected changes are referred to as discontinuities. For example, consider the following cubic function:

If you plot the graph of this function, you will see that there are no jumps or holes in the series of values. Hence, this function is continuous:
Having understood the continuous function, let's now try to ...
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