Converse implication
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Converse implication is the converse of implication. It takes the following forms:
- p⊂q
- p←q
Contents |
[edit] Definition
[edit] Truth table
The truth table of p⊂q
p | q | ⊂ |
---|---|---|
T | T | T |
T | F | T |
F | T | F |
F | F | T |
[edit] Venn diagram
The Venn Diagram of "If B then A" (the white area shows where the statement is false)
[edit] Properties
truth-preserving: The interpretation under which all variables are assigned a truth value of 'true' produces a truth value of 'true' as a result of converse implication.
[edit] Symbol
[edit] Natural language
[edit] Grammatical
[edit] Rhetorical
"Not q without p."
[edit] Colloquial
[edit] Boolean Algebra
[edit] Computer Science
[edit] See also
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