A sequence of steps that is unambiguous, executable, and terminating is called:

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The question asks for a term that describes a sequence of steps that is unambiguous, executable, and terminating.
Since the provided answer indicates the term is 'an algorithm,' we can analyze how this concept fits the descriptors. An algorithm is, by definition, a finite set of well-defined instructions designed to achieve a specific outcome, which makes it unambiguous because each step is precise and leaves little room for interpretation. It is executable because the steps are concrete actions that a computer or a person can perform in sequence to produce a result. Finally, it is terminating because an algorithm is designed to complete after a finite number of steps, arriving at a conclusion or output rather than continuing indefinitely.
If we imagine alternative concepts often discussed in relation to procedures, such as a general procedure, a workflow, or a program, we can contrast them with an algorithm: a workflow might describe a process at a higher level and could be scenario-dependent, a program is a concrete implementation that can run on hardware but still embodies an algorithm at its core, and a procedure could be less strictly defined or more informal. Nevertheless, the essential features highlighted—unambiguity, executability, and termination—are the hallmarks that distinguish an algorithm from broader or looser notions of steps or processes.
In summary, the alignment of the defining features with the concept of an algorithm helps explain why this term is used for a sequence of steps that is precise, actionable, and finite. If any of the options had implied vagueness, non-termination, or interpretive flexibility, they would fail to match these criteria, illustrating the critical distinctions between correctly and incorrectly described procedures.

Spr25_CS003C_37772 Ch. 1 Quiz (In-Class) (Remotely Proctored)

A sequence of steps that is unambiguous, executable, and terminating is called:

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