Please do not give solution in image format thanku Consider the following statement:∀x ∈ Z, [(2x + 4 > 0) ∨ (4 - x2 ≤ 0)]Which one of the following alternatives provides the correct simplification of the negation of the given statement such that the not-symbol (¬) does not occur to the left of any quantifier? Select one:a.O b.O[Vx € Z, [(2x + 4> 0) v (4- x² < 0)]]= 3x € Z₁¬[(2x + 4 > 0) v (4 - x² ≤ 0)]= 3x € Z, [-(2x + 4 > 0) ^ ¬(4 - x² ≤ 0)]= 3x € Z, [(2x + 4 < 0) ^ (4 - x² ≥ 0)]O d.[VX €Z, [(2x + 4 > 0) v (4 - x² ≤ 0)]]= VX € Z, [(2x + 4 > 0) v (4 - x² ≤ 0)]= Vx € Z, [¬(2x + 4 > 0) ^ ¬(4 - x² ≤ 0)][(0 < zx - t) v (0 s t + xz)] ‘Z > XA =C. [VX = Z, [(2x + 4> 0) v (4- x² ≤ 0)]]= 3x € Z, [(2x + 4> 0) v (4-x² ≤ 0)][(0 s zX - Đ)LV (0 < t + XZ)L] ‘Z > XE == 3x € Z, [(2x + 4 ≤ 0) ^ (4 - x² > 0)][VX = Z, [(2x + 4 > 0) v (4 - x² ≤ 0)]]S= 3x = Z, [(2x + 4 > 0) ^ (4 - x² ≤ 0)]= 3x = Z, [1(2x + 4> 0) v ¬(4 - x² ≤ 0)]= 3x € Z, [(2x + 4 ≤ 0) v (4 - x² > 0)]

Answered: Consider the following statement: ∀x ∈…

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

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Please do not give solution in image format thanku

Consider the following statement:

∀x ∈ Z, [(2x + 4 > 0) ∨ (4 - x² ≤ 0)]

Which one of the following alternatives provides the correct simplification of the negation of the given statement such that the not-symbol (¬) does not occur to the left of any quantifier?

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