What is indicated by the term "terminating" in mathematics?

The term "terminating" in mathematics refers to a value that concludes or ends after a certain point, meaning it does not continue indefinitely. When we talk about terminating decimals, for instance, these are numbers that have a finite number of digits after the decimal point. Examples include 0.75 or 2.5, which resolve completely rather than going on forever or repeating.

In this context, it is essential to differentiate terminating values from other terms in mathematics. Repeating values indicate that a particular digit or set of digits recurs indefinitely, which is not the case with terminating values. An ongoing calculation would imply that the process or operation continues without reaching a final outcome, contradicting the concept of termination. Lastly, an infinite value represents something that does not have an end or limit, again being contrary to what terminating denotes. Thus, the choice indicating an ending value accurately captures the essence of "terminating" in mathematics.