Propositions
The subject term of the proposition No trees that lose their leaves are conifers
What is "trees that lose their leaves"?
The term distributed in this proposition: All football teams wish they were the Georgia Bulldogs
What is "football teams"?
The Euler diagram for an A proposition
What is an "S" small circle inside a "P" large circle?
The conversion of the proposition: Some pitchers are batters
What is: Some batters are pitchers?
The fallacy you commit if you break Rule 4: The middle term must be distributed at least once
What is Fallacy of Undistributed Middle?
The predicate term of the proposition Some trees are not deciduous
What is "deciduous"?
The undistributed term in this proposition: Some Georgians are not Georgia Tech fans
What is "Georgians"?
The Euler diagram for an E proposition
What is two separate "S" and "P" circles?
The obversion of the proposition: No Braves are Dodgers
What is: All Dodgers are non-Braves
The fallacy you commit if you break Rule 1 - There must be three and only three terms - but you've only used three terms
What is Fallacy of Equivocation?
What is No meat is a pumpkin?
The type of categorical proposition that has no distributed terms
What is I?
What is overlapping "S" and "P" circles with the area overlapped by "S" and "P" shaded?
The contraposition of the proposition: All center fielders are outfielders
What is: All non-outfielders are non-center fielders
When you have two affirmative premises, your conclusion must be ________
What is affirmative?
The obversion of this proposition: Some leaves are green
What is Some leaves are not non-green?
Type of categorical proposition that has two distributed terms
What is E?
The Euler diagram for an O proposition
What is overlapping "S" and "P" circles with the area of "S" outside of "P" shaded?
The two types of categorical propositions that may undergo conversion
What are E and I?
The fallacy you commit when you have a syllogism with one affirmative premise and one negative premise, but you come to an affirmative conclusion
What is Fallacy of Drawing an Affirmative Conclusion from Negative Premises?
The contraposition of this proposition: All acorns are oak seeds
What is All non-oak seeds things are non-acorns?
A term is distributed if it refers to that term's full ______
What is extension?
The Euler diagram for the syllogism:
No pencils are pens
All Bics are pens
Therefore, no Bics are pencils
What is two separate circles for "pencils" and "pens"; small circle for "Bics" inside the "pens" circle?
The two types of propositions that can undergo contraposition
What are A and O?
The fallacy within this syllogism:
All teachers are cool
Some teachers are moms
Therefore, all moms are cool