Let T(x) be the predicate "person x is a teacher" and V(x) be the predicate "person x plays video games." Express the following English sentence as a symbolic proposition: "All teachers play video games." 3x(T(x) ⇒ V(x)) ³x(T(x) ^ V(x)) OVx(T(x) ^ V(x)) ○\x(T(x) ⇒ V(x))

Please arrange in a correct order steps of the given argument in logical form. "Everyone in New Jersey lives within 50 miles of the ocean. Someone in New Jersey has never seen the ocean. Therefore, someone who lives within 50 miles of the ocean has never seen the ocean." v (+) 3x(P(x) ^ Q(x)) Existential generalization of (%) v (%) P(c) ^ Q(c) Conjunction from ($), (&) v (&) There is x=c in the domain such that P(c) Universal instantiation (*) - (*) ♥xP(x) Hypothesis Let P(x) = "x lives within 50 miles of the ocean", and Q(x) = "x has never seen the ocean" with the domain of the variable consisting of all people who live in New Jersey. The argument in the logical form: "Everyone in New Jersey lives within 50 miles of the ocean"= VxP(x) "Someone in New Jersey has never seen the ocean" = 3xQ(x) Someone who lives within 50 miles of the ocean has never seen the ocean =3(P(x) ^ Q(x))

pls answer

1 Vx2 + 1 x2V x² +1 True False