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Unformatted text preview: Department of Electrical & Computer Engineering ECE 152A University of California, Santa Barbara Summer 2011 Shynk H.O. #10 EXAMPLE MIDTERM EXAM INSTRUCTIONS 1. This exam is open book and open notes . 2. It consists of 4 problems and is worth a maximum of 100 points. The problems are not of equal difficulty, so use discretion in allocating your time. Answer all questions in any order. 3. Show your answers in the spaces and additional pages provided, and use the back side of the exam pages if you need additional work space. Show your reasoning and the essential steps clearly and concisely. Last Name, First Name: 1 ECE 152A Summer 2011 1. COMBINATIONAL CIRCUIT (30 points) Consider the following function: f ( A,B,C,D ) = summationdisplay m (0 , 1 , 2 , 7 , 8 , 9 , 10 , 15) (1) (a) Find the minimum sum-of-products (SOP) implementation for f using a Karnaugh map. Spec- ify (i) the number of implicants, (ii) the number of prime implicants, and (iii) the number of essential prime implicants. Determine if the minimum cover you obtain is unique.essential prime implicants....
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This note was uploaded on 02/19/2012 for the course ENGR 361 taught by Professor Drexel during the Spring '12 term at Bloomsburg.
- Spring '12