hw1 - CSE140 Spring 2010 Homework#1 CSE140 Homework#1 Due...

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CSE140 – Spring 2010, Homework #1 CSE140 Homework #1 Due date: You must SHOW ALL STEPS for obtaining the solution. Reporting the correct answer, without showing the work performed at each step will result in getting 0 points for that problem. Problems: 1. Simplify using axioms and theorems of Boolean algebra. State the axioms used. a. F (A, B, C) = A’B’C’+AB’C’+ABC’+ABC+A’B’C+AB’C b. F (A, B) = (A’+B) (A+B) 2. Draw the logic diagram for the Boolean expression. Y= ((A+B’) (B+C)’)’ 3. Give the Boolean equation and the truth table for the given logic diagram. 4. Do the necessary conversions. a. (F23) 16 Decimal b. (1E0) 16 Binary c. (10011111) 2 octal d. (104) 10 Binary e. (300) 10 Hex
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5. Perform binary addition with the following two’s complement numbers, and check whether these operations will generate an overflow or not using the two methods discussed in the course. a.
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This note was uploaded on 11/10/2010 for the course CSE 140 taught by Professor Rosing during the Spring '06 term at UCSD.

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hw1 - CSE140 Spring 2010 Homework#1 CSE140 Homework#1 Due...

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