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F= A'C' + BC' + BD + A"B + CD'B' what would the gate look like drawn out

F= A'C' + BC' + BD + A"B + CD'B' what would the gate look like drawn out

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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The text in the image reads: ``` F = A'C' + BC' + BD + A"B + CD'B' what would the gate look like drawn out ``` This represents a Boolean expression, where: - `A'`, `B'`, `C'`, and `D'` denote the NOT operation, indicating the negation of A, B, C, and D respectively. - The plus sign `+` signifies the OR operation. - The absence of a sign between letters (e.g., `AC`) indicates the AND operation. To visualize the gate, each term like `A'C'` or `CD'B'` would be represented as an AND gate. These AND gates would then be connected using OR gates as per the expression. Here's a breakdown of how the gate diagram might look: 1. **A'C'**: An AND gate with inputs `A'` and `C'`. 2. **BC'**: An AND gate with inputs `B` and `C'`. 3. **BD**: An AND gate with inputs `B` and `D`. 4. **A"B**: An AND gate with inputs `A'` and `B`. 5. **CD'B'**: An AND gate with inputs `C`, `D'`, and `B'`. Finally, all these outputs are fed into an OR gate to produce the final output `F`.
Transcribed Image Text:The text in the image reads: ``` F = A'C' + BC' + BD + A"B + CD'B' what would the gate look like drawn out ``` This represents a Boolean expression, where: - `A'`, `B'`, `C'`, and `D'` denote the NOT operation, indicating the negation of A, B, C, and D respectively. - The plus sign `+` signifies the OR operation. - The absence of a sign between letters (e.g., `AC`) indicates the AND operation. To visualize the gate, each term like `A'C'` or `CD'B'` would be represented as an AND gate. These AND gates would then be connected using OR gates as per the expression. Here's a breakdown of how the gate diagram might look: 1. **A'C'**: An AND gate with inputs `A'` and `C'`. 2. **BC'**: An AND gate with inputs `B` and `C'`. 3. **BD**: An AND gate with inputs `B` and `D`. 4. **A"B**: An AND gate with inputs `A'` and `B`. 5. **CD'B'**: An AND gate with inputs `C`, `D'`, and `B'`. Finally, all these outputs are fed into an OR gate to produce the final output `F`.
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