sing the predicates Shown and approprilate quantiriersmatch each or the foiowing
ID: 3145704 • Letter: S
Question
sing the predicates Shown and approprilate quantiriersmatch each or the foiowing Engilsh sentences with itS corresponding symbolic form R(x): x is a rabbit H(x): x hops K(x): x is a kangaroo L(x): x is lazy and the domain of x is all animals If an animal doesn't hop, then it is not a rabbit or a kangaroo An animal hops if and only if it is a rabbit or kangaroo Lazy rabbits don't hop If an animal hops, then it's a rabbit Choose... (vx) [ H(x) (R(x)VK(x))] {(vx) [K(x) H(x))) ^ {(3x) (R(x)/L(x)^-H(x))) (vx) H(x) (3x) (H(x)A(x)) (Bx) (H()A R(x)) (vx) [H(x) (R(x)vK(x)] (vx) [ H(x) ++ ( R(xjvKx) ) ] (vx) [H(x)A( (ax) -R(x) (vx) [-(R(x)vK(x))- -Hx) (ax) (H(X)A R(x)AK(x)) (x) [(R(x)^L(x) ) -H( (vx) [R(x) ( Any animal that hops is a rabbit or a kangaroo All animals hop All kangaroos hop but some lazy rabbits don't hop There is an animal that hops only if it is a rabbit All animals are rabbits and hop There are animals that hop but are not rabbits and not kangaroos Choose.. Choose... Choose... Some animals that hop are not rabbits Choose...Explanation / Answer
Please mark both side next time onwards to avoid confusion.
Right now I will use the number L1, L2, L3 for statements and R1, R2, R3.. for symobol representation.
L1 = R1
L2 = R6
L3 = R12
L4 = R8
L5 = R6
L6 = R3
L7 = R2
L8 = R13
L9 = R4
L10 = R11
L11 = R5
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