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Conditionals Worksheet |
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Lesson 1 |
Problem: Make a truth table for the statement: S → ~X
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S |
X |
S |
→ ~X |
~S → X |
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T |
T |
T |
F |
F |
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F |
F |
F |
T |
F |
Solution If
the original is true, the ~ statement is false, and if the
Step 1: original is false, the ~ statement is true.
Solution In truth table original of ~P is true, than ~P is false.
Step 2:
Solution
The → symbol is used to
symbolize a relationship called material implication;
Step 3: a compound statement formed with this
connective is true unless the
Complete component
on the left (the antecedent) is true and the
component on the right
(the consequent) is false.
Try two practice problems:
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