Consider the following Prolog facts and rules: insert(X, L, [X|L]). insert(X, [H|L], [H|L1]) :- insert(X, L, L1). permute([], []). permute([H|T], P) :- permute(T, P1), insert(H, P1, P). Draw the Prolog trees corresponding to the following queries; show the rule and substitution used at each step: (a)  ?- permute([a,b], Y). Y = [a, b] ; Y = [b, a] ; false. (b)  Show the part of the tree with solutions and explain why the tree is infinite: ?- permute(Y, [a,b]). Y = [a, b] ; Y = [b, a] ; ... (c) Explain the effect of the cut in the tree. ?- not(permute(Y, [])). false.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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Consider the following Prolog facts and rules:
insert(X, L, [X|L]).
insert(X, [H|L], [H|L1]) :- insert(X, L, L1).
permute([], []).
permute([H|T], P) :- permute(T, P1), insert(H, P1, P).
Draw the Prolog trees corresponding to the following queries; show the rule and substitution used
at each step:
(a) 
?- permute([a,b], Y).
Y = [a, b] ;
Y = [b, a] ;
false.
(b)  Show the part of the tree with solutions and explain why the tree is infinite:
?- permute(Y, [a,b]).
Y = [a, b] ;
Y = [b, a] ;
...
(c) Explain the effect of the cut in the tree.
?- not(permute(Y, [])).
false. 

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