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- What is the type of verbs 1) He will be (having) dinner at my parents’ house tomorrow. A(Action) B(Link) C(Auxiliary) 2)The stars were shining brightly yesterday. A(Action) B(Link) C(Auxiliary) 3) It should have been cleaned by now. A(Action) B(Link) C(Auxiliary)Complete the following exercises about logical sentences:1. Translate into *good, natural* English (no xs or ys!): ∀x,y,lSpeaksLanguage(x,l)∧SpeaksLanguage(y,l)⟹Understands(x,y)∧Understands(y,x). Explain why this sentence is entailed by the sentence ∀x,y,lSpeaksLanguage(x,l)∧SpeaksLanguage(y,l)⟹Understands(x,y). Translate into first-order logic the following sentences:1. Understanding leads to friendship.2. Friendship is transitive.Remember to define all predicates, functions, and constants you useRepresent the following knowledge using semantic net: "The Queen Mary is an ocean liner, and so is Swimming Pool. Every ocean liner is a ship. The oil tanker is a ship. Liverpool is an oil tanker. The engine and the hull are parts of the ship. The boiler is a part of the engine."
- Select ALL the sentences of FOL. G(P) AxLikes(x,pia) G(p) Pia AxLikes(x,y) AxGuilty(x) Guilty(x)Construct the semantic net representations of the following : Pompeian(Marcus), Blacksmith(Marcus) Mary gave the green flowered vase to her favorite cousin.Translate each of the following sentences into predicate calculus, conceptual dependencies, and conceptual graphs: 1. “Basketball players are tall.” 2. “Paul cut down the tree with an axe.” 3. “Place all the ingredients in a bowl and mix thoroughly.”
- Translate the following sentence into predicate logic: Ali Likes all Movies but does not Like any Theatres For the toolbar, press ALT+F10 (PC) or ALT+FN+F10 (Mac). BIU S Paragraph Open Sans,s... v 三v A v 品「 10ptThe internet is often regarded as the apex of modern information and communication technology for a variety of reasons. For which of these motivations do you have the greatest stock? To what extent does the persuasiveness of a proposition depend on its being backed up by specific instances and rational arguments?Consider the following Prolog program: edge(a, b). edge(c, d). edge(a, c). edge(c, b). edge(X, Y) :- edge(Y, X). path(X, X). path(X, Y) :- edge(Z, Y), path(X, Z). Note that this program is nearly identical to one presented in lecture except for the inclusion of the extra rule: edge(X, Y) :- edge(Y, X). The intent is that, with this additional rule, the program should model an undirected (as opposed to directed) graph. (a) Execute the query: ?- edge(a,b). What response do you get? (b) Execute the query ?- edge(b,a). What response do you get? (c) Execute the query ?- edge(a, d). What response do you get? And why?
- Formalize the following sentence in english: 3X. elephant(X)|Formalize the following sentence in english: VX. (man(X) => survival(X))Translate the following propositional calculus into plain English without using X, Y and L: VX,Y, L Understand (X, L) Understand (Y, L) → Friend (X, Y) A Friend (Y, X)