Discussion 1. Prepare the implementation of three inputs AND gate by using NOR gate only. Then show how NAND gate can be used for build the logic circuit for X = A + BC.
Discussion 1. Prepare the implementation of three inputs AND gate by using NOR gate only. Then show how NAND gate can be used for build the logic circuit for X = A + BC.
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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Question
![Discussion
1. Prepare the implementation of three inputs AND gate by using NOR gate
only. Then show how NAND gate can be used for build the logic circuit for
X = A + BC.
2. Can you suggest why all logic function in a digital system are often generated
with single gate type.
3. Draw the logical circuit (F) by using only NAND gate F = AB + D(B + C),
and describe it's truth table.
4. Prove:
1. A + AB = A + B.
2. (A+B)(A + C) = AC + AB + BC.
3. A.B.C.D=A+B+C+D.
4. ABC + ABC + ABC = A (B+C).
5. AC + ABC = C (A + B).
6. AC + ABC + ACD+CD= A + CD.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9d734341-6719-4d4b-9db6-03f3b51a55b7%2Fdd118dd0-310f-41f6-b668-61224379487e%2F9fvwjg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Discussion
1. Prepare the implementation of three inputs AND gate by using NOR gate
only. Then show how NAND gate can be used for build the logic circuit for
X = A + BC.
2. Can you suggest why all logic function in a digital system are often generated
with single gate type.
3. Draw the logical circuit (F) by using only NAND gate F = AB + D(B + C),
and describe it's truth table.
4. Prove:
1. A + AB = A + B.
2. (A+B)(A + C) = AC + AB + BC.
3. A.B.C.D=A+B+C+D.
4. ABC + ABC + ABC = A (B+C).
5. AC + ABC = C (A + B).
6. AC + ABC + ACD+CD= A + CD.
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Follow-up Question
![2. Can you suggest why all logic function in a digital system are often generated
with single gate type.
3. Draw the logical circuit (F) by using only NAND gate F = AB + D(B + C),
and describe it's truth table.
4. Prove:](https://content.bartleby.com/qna-images/question/d859dc0e-b8b8-40f9-93c2-017a54e130d6/41cf2f6f-2c3b-4c6e-a4c6-babf5f67b6b5/aoh8if_thumbnail.jpeg)
Transcribed Image Text:2. Can you suggest why all logic function in a digital system are often generated
with single gate type.
3. Draw the logical circuit (F) by using only NAND gate F = AB + D(B + C),
and describe it's truth table.
4. Prove:
Solution
Follow-up Question
![2. Can you suggest why all logic function in a digital system are often generated
with single gate type.
3. Draw the logical circuit (F) by using only NAND gate F = AB + D(B + C),
and describe it's truth table.
4. Prove:](https://content.bartleby.com/qna-images/question/d859dc0e-b8b8-40f9-93c2-017a54e130d6/ac4e534d-afbc-40ee-9870-8ef6ea9e1567/afh0lqq_thumbnail.jpeg)
Transcribed Image Text:2. Can you suggest why all logic function in a digital system are often generated
with single gate type.
3. Draw the logical circuit (F) by using only NAND gate F = AB + D(B + C),
and describe it's truth table.
4. Prove:
Solution
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