Write the following formula as a set of logic programming clauses: ((p ∧ (s - r)) ∨ q) ∧ (r - t)

Question

Write the following formula as a set of logic programming clauses: ((p ∧ (s -> ﻿r)) ∨ ﻿q) ∧ (r -> ﻿t)

Accepted Answer

```pseudocode Function: ConvertToLogicProgrammingClauses 1. Define clause1 as the implication of s to r (s -> r) 2. Define clause2 as the negation of q (¬q) 3. Define clause3 as the conjunction of p and clause1 (p ∧ clause1) 4. Define clause4 as the disjunction of clause3 and clause2 (clause3 ∨ clause2) 5. Define clause5 as the implication of r to ¬t (r -> ¬t) 6. Define final_clause as the conjunction of clause4 and clause5 (clause4 ∧ clause5) 7. Return final_clause as the set of logic programming clauses ``` ∻Explanation∻ ⚹This pseudocode represents the steps to convert the given logical formula into a set of logic programming clauses. Each step breaks down the formula into smaller parts, representing the logical operations as clauses. The final step combines these clauses to form the complete set of logic programming clauses that represent the original formula.⚹ Please note that the answer provided is in pseudocode, which is a high-level description of the algorithm used to convert the logical formula into logic programming clauses. If you need the actual code, please specify the programming language you are using, and I can provide you with the code in that language.

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