Implement the following Racket functions: 1. Reflexive? Input: a lists of pairs, L and the set S over which the relation is defined. Interpreting the input as a binary relations, return return #T if it is reflexive and #F otherwise. 2. Symmetric? Input: a lists of pairs, L. interpreting the input as a binary relation, return return #T if it is symmetric and #F otherwise.

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
Problem 1PE
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Racket code only please. No loops or hash use.

Allowed functions are:

define, let
2. lambda
3. cons, car, cdr, list, list?, append, empty?, length, equal?
4. and, or, not
5. if, cond
6. map, append-map, andmap, ormap, filter
7. +, -, /, *
8. Functions you implement

Implement the following Racket functions:
1. Reflexive?
Input: a lists of pairs, L and the set S over which the relation is defined. Interpreting the
input as a binary relations, return return #T if it is reflexive and #F otherwise.
2. Symmetric?
Input: a lists of pairs, L. interpreting the input as a binary relation, return return #T if it is
symmetric and #F otherwise.
Transcribed Image Text:Implement the following Racket functions: 1. Reflexive? Input: a lists of pairs, L and the set S over which the relation is defined. Interpreting the input as a binary relations, return return #T if it is reflexive and #F otherwise. 2. Symmetric? Input: a lists of pairs, L. interpreting the input as a binary relation, return return #T if it is symmetric and #F otherwise.
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They are failing for these cases. Do you have any advice? Thank you!

(reflexive? '((a . b) (b . c) (d . e) (a . a) (b . b) (c . c) (d . d) (e . e)) '(a b c d e))

(symmetric? '((a . b) (b . a) (c . d) (d . c) (2 . 1) (1 . 2))) #t "symmetric-2") ;failed

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