Wiki-ch2: Difference between revisions
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[[File:Truthtable_AND1.png|400px]] | [[File:Truthtable_AND1.png|400px]] | ||
=== OR === | === OR (∨) === | ||
Symbol: ∨ <br /> | Symbol: ∨ <br /> | ||
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[[File:Truthtable_OR1.png|400px]] | [[File:Truthtable_OR1.png|400px]] | ||
==== IF/THEN (&imp;, ⊃) ==== | |||
Symbol: --> <br /> | Symbol: --> <br /> | ||
Revision as of 14:49, 11 April 2013
Additional Wiki pages for Chapter 2
Truth tables
Template:CreatedByStudentsWS1213
Truth tables for connectives
AND (∧)
Symbol: ∧
Sentence: Harry is a student and Snape is a teacher.
Formulae: student(harry) ∧ teacher(snape)
Truthtable AND
OR (∨)
Symbol: ∨
Sentence: Harry is a student or Snape is a teacher.
Formulae: student(harry) ∨ teacher(snape)
Truthtable OR
IF/THEN (&imp;, ⊃)
Symbol: -->
Sentence: If Harry is a student then Snape is a teacher.
Formulae: [[student(harry) --> teacher(snape)]] = true/false
Truthtable IF/THEN
NOT
Symbol: ¬
Sentence: Harry is not a student.
Formulae: [[¬student(harry)]] = true/false
The original formulae has to be false, that the overall statement is true.
Example: Only if student(harry) is false, ¬student(harry) is true.
Truthtable NOT
