e each English statement int in the world.)

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Using only the predicates below, appropriate quantifiers, and logical operations,
translate each English statement into a symbolic statement or vice versa. (The domain is all
objects in the world.)
S(x)is "x is a student"; P(x) is “x is a pizza"; E(x,y) is “x eats y".
a. There is a student who eats all pizzas.
b. Vx[P(x) →¬S(x)]
c. Pizzas do not eat students.
d. Viay[S(x) →(P(y) ^E(x,y))]
Transcribed Image Text:Using only the predicates below, appropriate quantifiers, and logical operations, translate each English statement into a symbolic statement or vice versa. (The domain is all objects in the world.) S(x)is "x is a student"; P(x) is “x is a pizza"; E(x,y) is “x eats y". a. There is a student who eats all pizzas. b. Vx[P(x) →¬S(x)] c. Pizzas do not eat students. d. Viay[S(x) →(P(y) ^E(x,y))]
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