Marked Question: The goal of the unit on Computational Logic was to give some insight into a variant of the Resolution Rule of Inference discovered by J.R. Robinson. This generated the subareas of automated theorem proving, logic programming and the Prolog programming language. nterestingly, Prolog and logic programming, which became big in Canada/UK/Japan but not in the U.S. where Al systems attempting to mimic common sense reasoning were often developed using functional languages. There is only 1 question, submit your solution as a7q1.pdf. 1. A common problem in Al systems is that they do not scale up well. This question aims to test your understanding of the inference technique following the rules of the miniature logical language demonstrated in the unit, but also in testing whether your understanding is good enough to detect the source of a problem, and even suggest a solution. i) Consider the following sentences of logic which will form the set of inputs to a prover. d2k.d1d2d3.ak.d1d2d3.a