Exercrcise - Chapter 4: Combinational Logic Circuits - Nguyễn Quang Huy
4.1
• Simplify the following expressions using Boolean algebr
Simplify the circuit using Boolean algebra
•Change each gate to a NOR gate simplif the circuit using Boolean algebra
Design the logic circuit
corresponding to the
truth table
• Implement the circuit
using all NAND gates
• Simplify the following expressions using Boolean algebr
Simplify the circuit using Boolean algebra
•Change each gate to a NOR gate simplif the circuit using Boolean algebra
Design the logic circuit
corresponding to the
truth table
• Implement the circuit
using all NAND gates
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- dce 2011 Exercise – Chapter 4 Combinational Logic Circuits BK TP.HCM Nguyễn Quang Huy huynguyen@cse.hcmut.edu.vn
- dce 2011 4.2 • Simplify the circuit using Boolean algebra • Change each gate to a NOR gate, and simplify the circuit using Boolean algebra
- dce 2011 4.8 • The headlights are on while the ignition is off • The door is open while the ignition is on
- dce 2011 4.11 F(A,B,C) = Σ(0,1,4,6) + Σd(5)
- dce 2011 4.12 + 4.13 + 4.14 • Simplify the expression using -mapK x A B C= A BC + + ABC + A + B C A B C y AB= C D() + A BD + B C D z C D= A +() C D + A +B C + A B + CD AC D
- dce 2011 4.19 • Determine the input conditions needed to produce x = 1 (HIGH)
- dce 2011 4.21 • M = 1: two input numbers are equal • N=1:x2x1x0 is greater than y2y1y0 • P=1:y2y1y0 is greater than x2x1x0