How is Logics such as (Predicate Logic, Propositional Logic, and
Logical Reasoning) used in Computer Science?
Examples of how it implies to computer science would be
great.
Conceptually the two most common logics are propositional logic
and Predicate Logic.
An undergraduate student who took a course of discrete
mathematics is inquiring as to how propositional and predicate
logics can be used in software testing. How are ask to guide this
student in this quest.
One pointer may consist in presenting the characteristics and
limitations of both logic as well as their use as a mean for
software testing. Which Logic is most adequate for formal
verification of...
Complete the following statements.Two compound propositions p and q in propositional logic are
logically equivalent if . . ..An argument form in propositional logic is valid if . . ..A theorem is a statement that . . ..A statement that is assumed to be true is called a(n) . . ..A proof is a valid argument that . . ..
Represent the following argument in the symbolic notation of
Propositional Logic: If this argument is sound, it’s valid, but
it’s not sound, so it’s invalid. (Remember how to use slashes in
propositional logic)
Use the laws of propositional logic to prove that the following
compound propositions are logically equivalent.A. ? ↔ (? ∧ ?) and ? → ?B. ¬(? ∨ (? ∧ (? → ?))) and ¬? ∧ (? → ?)
Propositional Logic
Is the following formula in Conjunctive Normal Form? Why? Why
not?
(¬A) n (A u B) n ¬(A u B)
where A and B are propositional variables.