Examlex
Proposition 2B
Given the following proposition:
[(A ⊃ Y) ≡ (B ⊃ ∼X)] ∨ ∼[(B • ∼ X) ≡ (Y • A)]
-Given that A and B are true and X and Y are false, determine the truth value of Proposition 2B.
Illegal Agreement
A contract or agreement that is not enforceable by law because it involves activities that are against the law or public policy.
Voidable
Voidable refers to a legal contract or transaction that is valid and enforceable on the surface but may be declared void by one of the parties due to certain defects or conditions.
Overturned
Refers to a decision, typically in a legal context, that has been reversed or nullified by a higher authority or court.
Illegal Subject Matter
Refers to contracts that have an object which is against the law or public policy and hence unenforceable.
Q13: For Sorites 1E, the first intermediate conclusion
Q75: Use indirect proof:<br>1.S ⊃ (R • ∼T)<br>2.(S
Q108: In Proposition 1C, the main operator is
Q122: For Syllogism 2H, the major premise is:<br>A)
Q136: The truth table for Statement 3I has
Q148: For Syllogistic Form 4A, after filling in
Q180: If Nissan lays off workers, then if
Q257: The truth table for Statement 2H has
Q279: For Syllogism 3D, the major premise is:<br>A)
Q309: In Proposition 1H, the main operator is