Consider the formula V.x, (P(x) ↔‡y¥z, (Q(x,z) V ¬S(y,z))) which of the following are correct about the scope of the quantifiers? The scope of Vx is limited to P(x). None of the above is correct. xin Q(x,z) is bound by V.x. The scope of Vz is (Q(x,z) v¬S(y,z)). □y in S(y,z) is not bound by any quantifier.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 87E
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Quantifier negation.

Consider the formula Vx, (P(x) →yz, (Q(x,z) V-S(y,z)))
which of the following are correct about the scope of the quantifiers?
The scope of V.x is limited to P(x).
None of the above is correct.
x in Q(x,z) is bound by V.x.
The scope of Vz is (Q(x,z) v ¬S(y,z)).
Oy in
S(y,z) is not bound by any quantifier.
Transcribed Image Text:Consider the formula Vx, (P(x) →yz, (Q(x,z) V-S(y,z))) which of the following are correct about the scope of the quantifiers? The scope of V.x is limited to P(x). None of the above is correct. x in Q(x,z) is bound by V.x. The scope of Vz is (Q(x,z) v ¬S(y,z)). Oy in S(y,z) is not bound by any quantifier.
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