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Discrete Mathematics
book

Discrete Mathematics

by Rajendra Akerkar, Rupali Akerkar
May 2024
Intermediate to advanced
332 pages
15h 45m
English
Pearson India
Content preview from Discrete Mathematics
92 DISCRETE MATHEMATIC..._
________________________
_
We
know
that
we
need
to
push the negation in, so that
it
applies
to
(P(x)
~
Q(x)), and that,
in
the
process, the
'V
will switch
to
an
3
as
3x
-.(P(x)
~
Q(x)).
And
this is where
we
have
to
dig in
to
remember
that negating
an
implication (p
~
q) results in
(p
"-.q).
Applying
it
to
predicates,
we
have (P(x)
"-.Q(x))
. So, that should mean the negation
of
the existen-
tial quantifier results
in
3x
(P(x)
"-,Q(x)).
The negation
can
therefore
be
pushed
in
so that
it
is next
to
a predicate, by using equivalences that lets
us apply negations
to
implications
or
negations
to
conjunctions
and
disjunctions ...
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Publisher Resources

ISBN: 9781299444607Publisher Website