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4.3 Represent the following sentences by predicate calculus wffs. (L toward extravagance rather than economy in the number of different predicates and terms used. Do
4.3 Represent the following sentences by predicate calculus wffs. (L toward extravagance rather than economy in the number of different predicates and terms used. Do not, for example, use a single predicate letter to represent each sentence.) (a) A computer system is intelligent if it can perform a task which, if performed bya human, requires intelligence. (b) A formula whose main connective is a is equivalent to some formula whose main connective is a V. (c) If the input to the unification algorithm is a set of unifiable expressions, the output is the mgu; if the input is a set of non-unifiable expressions, the output is FAIL (d) If a program cannot be told a fact, then it cannot learn that fact. (e) If a production system is commutative, then, for any database, D, each member of the set of rules applicable to D is also applicable to any database produced by applying an applicable rule to D
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