Master this deck with 14 terms through effective study methods.
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A declarative sentence that is either true or false.
Non-propositions cannot be assigned true or false values.
It is not considered a proposition.
The opposite truth value of a proposition.
True only if both propositions are true.
True if at least one of the propositions is true.
True only if one proposition is true, but not both.
It is essential for mathematical reasoning and computer science applications.
Used in designing circuits and verifying program correctness.
Statements that contain variables and become propositions when values are assigned.
Symbols that express the quantity of specimens in a statement.
Quantifiers within other quantifiers, affecting the scope of variables.
Principles that dictate valid reasoning from premises to conclusions.
They provide structured ways to demonstrate the truth of propositions.