Covered in lecture
Housekeeping
Book
Section 1.1
A.
Propositional
logic statements which are true or false
B.
Predicate
logic - quantified (for all,
there exists)
C.
Logical
connectives:
and (conjunction) symbols truth table - binary
or (disjunction)
symbols truth table - binary
not (negation)
symbols truth table - unary
implication symbols
antecedent/consequent truth table - binary
equivalence symbol
truth table negation of exclusive or
D.
Logical
Properties (tautological equivalences)
associative
commutative
distributive
identity
complements
E.
DeMorgans
laws
F.
Truth
table size
2 possible values for each of x variables implies x2
entries (rows)
can use Ts and Fs or
can use 0s and 1s
(0
for false, 1 for true because false is less than true)
G.
translating
English into symbolic notation
210
= 1,024