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Design Equation: X= Q1 Q0' Draw Logic Diagram for X

Design Equation: X= Q1 Q0' Draw Logic Diagram for X

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Can anyone please help to Draw Logic Diagram based on the Design Equation X= Q1 Q0’ ? I am stuck! (This question is not a part of any graded assignment)
**Design Equation: X = Q1 Q0'** **Draw Logic Diagram for X** --- ### Explanation: The equation given is a logic expression where the output X is the result of the logical AND operation between Q1 and the complement (NOT) of Q0. - **Q1**: A binary input variable. - **Q0'**: The complement (inverse) of the binary input Q0. ### Logic Diagram: To create a logic diagram for this expression, follow these steps: 1. **NOT Gate**: - Inputs: Q0 - Outputs: Q0' - This gate inverts the input Q0. 2. **AND Gate**: - Inputs: Q1, Q0' - Outputs: X - The output X is high (1) only when both inputs (Q1 and Q0') are high. The logic diagram represents these operations visually, showing the flow of binary signals through the gates to produce the desired output.
Transcribed Image Text:**Design Equation: X = Q1 Q0'** **Draw Logic Diagram for X** --- ### Explanation: The equation given is a logic expression where the output X is the result of the logical AND operation between Q1 and the complement (NOT) of Q0. - **Q1**: A binary input variable. - **Q0'**: The complement (inverse) of the binary input Q0. ### Logic Diagram: To create a logic diagram for this expression, follow these steps: 1. **NOT Gate**: - Inputs: Q0 - Outputs: Q0' - This gate inverts the input Q0. 2. **AND Gate**: - Inputs: Q1, Q0' - Outputs: X - The output X is high (1) only when both inputs (Q1 and Q0') are high. The logic diagram represents these operations visually, showing the flow of binary signals through the gates to produce the desired output.
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