A) True, by definition — correct. - jntua results
A) True, by definition — Correct
A) True, by definition — Correct
When discussing concepts, rules, and standards—especially in fields like language, technology, law, and science—certain declarations are accepted as true by definition. In logical and academic contexts, defining something clearly often means stating it as an unassailable truth: true, by definition.
This principle is critical for clarity and consistency. For example, in mathematics, the statement “A triangle has three sides” is true by definition, not something that requires proof—within Euclidean geometry, this is foundational. Similarly, in programming, specifying a variable as “boolean” means its values are strictly true or false; this is not open to interpretation.
Understanding the Context
Understanding a fact by definition saves time and prevents confusion. It establishes a shared framework among professionals, students, and developers. When someone says, “This term means X,” certifying that meaning as true by definition ensures everyone is aligned.
In essence, defining something correctly and unconditionally upfront strengthens communication, facilitates problem-solving, and maintains precision. Whether in legal language, code syntax, or academic discourse, definition-based truths lay the groundwork for reliable knowledge and effective practice.
So yes, “A, true by definition — correct” is more than a meta-comment—it reflects a cornerstone of clear, effective communication and logical reasoning. Embracing definitions as foundational truths enables deeper understanding and consistent application across disciplines.
