It means it didn't commit a fallacy.
Truth conditional semantics is a theory in linguistics that focuses on the relationship between the meaning of a sentence and its truth value. Examples of truth conditional semantics include analyzing how the truth of a sentence is determined by the truth values of its individual parts, such as words and phrases, and how logical operators like "and," "or," and "not" affect the overall truth value of a sentence.
True
According to truth-conditional theories of meaning, the meaning of a sentence is determined by its truth conditions, or the circumstances under which the sentence would be true or false. In other words, the meaning of a sentence is tied to its truth value in different scenarios, and understanding the meaning of a sentence involves understanding what would make it true or false.
yes, it is called the truth value
Example sentence - She wasn't sure he told her the truth this time.
The noun in the sentence is truth.
In this sentence, "Truth" is making an appeal to reason or logic.
With atypical frankness this student admits plagiarising this sentence off the internet.
The sentence that contains the universal truth is called a fact.
As an example, the Ghost's line in Hamlet: "Swear!" It's the same word and the same meaning you know in the sentence "Do you swear to tell the truth, the whole truth and nothing but the truth, so help you God?"
Yes, a compound statement is truth-functional if its truth value is determined only by the truth values of its components.
i will not vouch for the truth