Implement the following Racket functions: Reflexive?  Input: a list of pairs, L and a list S.  Interpreting L as a binary relation over the set S, Reflexive? returns #t if L is a reflexive relation over the set S and #f otherwise. Examples: (display "Reflexive?\n") (Reflexive? '((a a) (b b) (c c)) '(a b c)) ---> #t (Reflexive? '((a a) (b b)) '(a b c)) ---> #f (Reflexive? '((a a) (a s) (b b) (c c)) '(a b c)) ---> #f (Reflexive? '() '()) ---> #t

C++ Programming: From Problem Analysis to Program Design
8th Edition
ISBN:9781337102087
Author:D. S. Malik
Publisher:D. S. Malik
Chapter17: Linked Lists
Section: Chapter Questions
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Implement the following Racket functions:

Reflexive? 

Input: a list of pairs, L and a list S.  Interpreting L as a binary relation over the set S, Reflexive? returns #t if L is a reflexive relation over the set S and #f otherwise.

Examples:

(display "Reflexive?\n")

(Reflexive? '((a a) (b b) (c c)) '(a b c)) ---> #t

(Reflexive? '((a a) (b b)) '(a b c)) ---> #f

(Reflexive? '((a a) (a s) (b b) (c c)) '(a b c)) ---> #f

(Reflexive? '() '()) ---> #t

You must use recursion, and not iteration. You may not use side-effects (e.g. set!). 

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