Represent the knowledge base using propositional logic $($without quantifiers$)$ convert KB

into CNF and find any three sample complete BSAT $($Binary Satisfiability$)$ solutions to the

variables using DPLL algorithm. Suppose a customer is known to frequently purchase

electronics but has ruled out being tech$-$savvy $($T$)$ with $100\%$ certainty. Under this

scenario, if the logic agent is asked, $"$Is the customer likely to receive recommendations for

new electronic products?" how does the agent reason to answer the query? Prove by

contradiction using the results obtained in part $($a$)$ by the resolution method.