Solution Found!
The Boolean expression for the circuit in Example 2.4.5 is
Chapter 2, Problem 32E(choose chapter or problem)
The Boolean expression for the circuit in Example 2.4.5 is
\((P \wedge Q \wedge R) \vee(P \wedge \sim Q \wedge R) \vee(P \wedge \sim Q \wedge \sim R)\)
(a disjunctive normal form). Find a circuit with at most three logic gates that is equivalent to this circuit.
Text Transcription:
(P wedge Q wedge R) vee(P wedge sim Q wedge R) vee(P wedge sim Q wedge sim R)
Questions & Answers
QUESTION:
The Boolean expression for the circuit in Example 2.4.5 is
\((P \wedge Q \wedge R) \vee(P \wedge \sim Q \wedge R) \vee(P \wedge \sim Q \wedge \sim R)\)
(a disjunctive normal form). Find a circuit with at most three logic gates that is equivalent to this circuit.
Text Transcription:
(P wedge Q wedge R) vee(P wedge sim Q wedge R) vee(P wedge sim Q wedge sim R)
ANSWER:Step 1 of 2
The given Boolean expression is . An equivalent circuit with at most three-logic gate can be obtained by applying Boolean laws to the given expression.