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Q: Write a Prolog program that finds the maximum of a list of numbers
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- Develop a system/application in Prolog that will allow grader to: load a set of student’s grades (see samples from the Table C below) query student’s final letter grade (A, B, C, etc.) by a given student’s name. query student(s) whose grade matches to the input letter grade (e.g., A). For example, show student(s) whose final letter grade is A. There are 3 types of grades for each student—HWs, Exams, and Project, with a weight of 20%, 40% and 40%, respectively, to the 100-point final. Table A and B show how the final grades (in points and letter) are computed. Table C shows samples of students’ grades. You will define the execution instructions to answer the following questions so that grader can test out your application in Prolog: how to load your source code to Prolog runtime/compiler how to load students’ grades to Prolog runtime/compiler how to query student’s letter grade how to query student(s) whose letter grade matches to an input letter grade Please DO NOT hard code any…Please translate the following English sentence into a sentence of FOL: use quantifiers "Lucia owns exactly one guitar" Domain: people and things M(x): x is a musician G(x):x is a guitar player R(x): x is a guitar O(x,y): x owns y L: luciaWrite a PROLOG program that implements Zebra Puzzle Your program should implement the following facts for your answer. 1.There are five houses. 2.The Englishman lives in the red house. 3.The Spaniard owns the dog. 4.Coffee is drunk in the green house. 5.The Ukrainian drinks tea. 6.The green house is immediately to the right of the ivory house. 7.The Old Gold smoker owns snails. 8.Kools are smoked in the yellow house. 9.Milk is drunk in the middle house. 10.The Norwegian lives in the first house. 11.The man who smokes Chesterfields lives in the house next to the man with the fox. 12.Kools are smoked in the house next to the house where the horse is kept. 13.The Lucky Strike smoker drinks orange juice. 14.The Japanese smokes Parliaments. 15.The Norwegian lives next to the blue house.
- Conditional statements, such as if statements in C, are one of the root causes of over-approximation in a static analysis, such as taint analysis. Select one: True FalseYesterday time I have sended this question and one of you gave me wrong answers because he or she was just comparing or taking something from internet which is not related to what I asked. So can you please write down every step for translating to English and predicate calculus on paperDe Morgan’s laws state that specific Boolean statements can be written in different ways with the same meaning. A group of negated ANDs is the same as a negated group of ORs (!a && !b && !c) === !(a || b || c) A group of negated ORs is the same as a negated group of ANDs (!a || !b || !c) === !(a && b && c) Which construction would you use if your programming code needed to check if at least one of a,b,c is true? Which construction would you use if your programming code needed to check that a,b,c are all true? Explain your reasoning about choosing the programming code.
- In Prolog, in what form do we state goals? headed horn clause hypotheses declaration headless horn clauseWhat does prolog return for the followingquery:no parents(adam, 0) :- !.no_ parents(eve, 0):- !.no parents(, 2).?- no parents (george, X).Question 6 sm .Please complete termTimesPolynomial/3, multiplyPolynomials/3 in prolog: % termTimesPolynomial(++Term, ++Poly, -Product). function. termTimesPolynomial(_Term, [], ...) :- !. termTimesPolynomial(Term, [Term1|Rest], ...) :- multiplyTerms(..., ..., ...), termTimesPolynomial(..., ..., ...), addPolynomials([...], ..., ...). % multiplyPolynomials(++Poly1, ++Poly2, -Product) function. multiplyPolynomials([], _Poly, ...). multiplyPolynomials([Term|Rest], Poly, ...) :- termTimesPolynomial(..., ..., ...), multiplyPolynomials(..., ..., ...), addPolynomials(..., ..., ...). /* Full explain this question and text typing work only We should answer our question within 2 hours takes more time then we will reduce Rating Dont ignore this line
- Write the following English statements using the following predicates and any needed quantifier. The domain of all variables are all at the school S(x): x is a student F(x): is a faculty member A(x, y): x has asked y a question Every student has asked Dr. Lee a questionWhich of the following is NOT considered a proposition in Prolog? horn clause goal hypotheses functorTranslate each of these nested quantifications into an English statement that expresses a mathematicalfact. The domain in each case consists of all real numbers.a) ∃x∀y(x + y = y) b) ∀x∀y (((x ≥ 0) ∧ (y < 0)) → (x − y > 0))c) ∃x∃y(((x ≤ 0) ∧ (y ≤ 0)) ∧ (x − y > 0))d) ∀x∀y((x ≠ 0) ∧ (y ≠ 0) ↔ (xy ≠ 0))