BUSS 925: Techniques in Knowledge-Based Systems Development
Department of Business
Systems, University of Wollongong
Assignment 1 (due April 21, 1999):
Question 1 (3 marks):
Solve Problem 9.17 from your textbook (page 434).
Question 2 (1 mark):
- Transform the following into disjunctive normal form:
S IMPLIES ((Q AND P) IMPLIES S)
- Transform the following into conjunctive normal form:
(NOT (P IMPLIES Q)) OR (P OR (NOT Q))
Question 3 (1 mark):
Let A(x) represent "x is a member of Club A" and B(x)
represent "x is a member of Club B". Let equal(x, y) represent "x
and y are the same individual". Using only these predicates, translate
the following sentences into predicate logic:
- Some members of Club B are members of Club A.
- Not every member of Club B is a member of Club A.
- There exists exactly one individual who is a member of both
Club A and Club B.
- Club A has exatly two members.
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