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## Week 2 Philosoophy

by: Jonathan Notetaker

2

0

2

# Week 2 Philosoophy PHL-101-01

Jonathan Notetaker
SHC

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These notes cover what exactly makes an argument valid and how an argument has to follow its conclusion
COURSE
Intro to Logic
PROF.
Dr. Di Fate
TYPE
Class Notes
PAGES
2
WORDS
CONCEPTS
philosophy, logic
KARMA
25 ?

## Popular in Philosophy

This 2 page Class Notes was uploaded by Jonathan Notetaker on Tuesday September 13, 2016. The Class Notes belongs to PHL-101-01 at Spring Hill College taught by Dr. Di Fate in Fall 2016. Since its upload, it has received 2 views. For similar materials see Intro to Logic in Philosophy at Spring Hill College.

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Date Created: 09/13/16
Symbolization - Operators= those that connect sentences except tilde o . (dot)= and- is used as a conjunction o V (vee)= p or q or both- used as inclusive disjunction o -> (arrow)= if p then q- used as conditional o <-> (double arrow)- p if and only q- used as bi conditional o Tilde- not the case that- used as a negation - Sentential Constants= stand for sentences without operator - Sentential Variable= stand for any sentence - Use parentheses, brackets, and braces o In order to group thing in to twos which they must always be - Constants are always affirmative - Specialties o When “if” is in the middle of a sentence, move the second phrase to the front during symbolization and put the arrow after it o “only if”= -> The Arrow - If p, then q (standard) - Assuming p, q - Q assuming p - Given p, q - Q given p - Granted that p, q - Q granted that p - Provided that p. q - Q provided that p - Q if p - P only if q - P is a sufficient condition for q - Q is a necessary condition for p The V - P or q or both (standard - P unless q The Dot - P and q (standard) - P, q - P but q - P although q - While p, q - P, however q - P yet q - P nevertheless q - P though q - Q if p Double Arrow - p if and only if q - p is a necessary and sufficient condition for q

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