If P ( x ) is a predicate and the domain of x is the set of all real numbers, let R be “ ∀ x ∈ Z , P ( x ) ,” let S be “ ∀ x ∈ Q , P ( x ) ,” and let T be “ ∀ x ∈ R , P ( x ) .” a. Finda defamation forP(x) (but do not use “ x ∈ Z ”)so that both R and S are true and T is false. b. Finda defamation forP(x) (but do not use “ x ∈ Q ”) so that both R and S are true and T is false.
If P ( x ) is a predicate and the domain of x is the set of all real numbers, let R be “ ∀ x ∈ Z , P ( x ) ,” let S be “ ∀ x ∈ Q , P ( x ) ,” and let T be “ ∀ x ∈ R , P ( x ) .” a. Finda defamation forP(x) (but do not use “ x ∈ Z ”)so that both R and S are true and T is false. b. Finda defamation forP(x) (but do not use “ x ∈ Q ”) so that both R and S are true and T is false.
Solution Summary: The author explains that P(x) is a predicate and the domain of x is the set of all real numbers.
If P(x) is a predicate and the domain of x is the set of all real numbers, let R be “
∀
x
∈
Z
,
P
(
x
)
,” let S be “
∀
x
∈
Q
,
P
(
x
)
,” and let T be “
∀
x
∈
R
,
P
(
x
)
.”
a. Finda defamation forP(x) (but do not use “
x
∈
Z
”)so that both R and S are true and T is false.
b. Finda defamation forP(x) (but do not use “
x
∈
Q
”) so that both R and S are true and T is false.
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MFCS unit-1 || Part:1 || JNTU || Well formed formula || propositional calculus || truth tables; Author: Learn with Smily;https://www.youtube.com/watch?v=XV15Q4mCcHc;License: Standard YouTube License, CC-BY