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In your own words explain in this definition "The proposition P –→ Q is FALSE if P is TRUE and Q is FALSE; otherwise, P→ Q is TRUE" why If False then False or If False then True evaluates as True? You can give an example.

In your own words explain in this definition "The proposition P –→ Q is FALSE if P is TRUE and Q is FALSE; otherwise, P→ Q is TRUE" why If False then False or If False then True evaluates as True? You can give an example.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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In your own words explain in this definition "The proposition P → Q is FALSE if P is TRUE and Q is FALSE; otherwise, P→ Q is TRUE" why If False then False or If False then True evaluates as True? You can give an example.
Transcribed Image Text:In your own words explain in this definition "The proposition P → Q is FALSE if P is TRUE and Q is FALSE; otherwise, P→ Q is TRUE" why If False then False or If False then True evaluates as True? You can give an example.
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