Kizspy | Question: 4
(Choose 1 answer)
(See picture)
A. (i)
B. (ii)
C. (iii)
D. (iv)
E. None of the other choices is correct
Let P(x) be a propositional function on the domain {-2, -1, 0, 1, 2}.Which proposition is logically equivalent to the proposition
\exists x(\neg P(x))\wedge\forall x[(x>-1)\rightarrow P(x)]
(i) \neg P(-2)\wedge[\neg P(-1)\vee P(0)\vee P(1)\vee P(2)]
(ii)\neg P(-2)\wedge\neg P(-1)\wedge[P(0)\vee P(1)\vee P(2)]
(iii) \neg P(-2)\wedge[\neg P(-1)\wedge P(0)\wedge P(1)\wedge P(2)]
(iv) [\neg P(-2)\vee\neg P(-1)]\wedge P(0)\wedge P(1)\wedge P(2)
FUOVERFLOW
