NAND can do it all! Recall in our discussions that it is easiest to fabricate NAND...
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NAND can do it all! Recall in our discussions that it is easiest to fabricate NAND gates when it comes to building a functioning integrated circuit. Now is your time to create a circuit using only NAND gates. 1. Using the function: F = (A B) + (CD) Implement this function using AND and OR gates. Use the logic converter to assess your circuit. 2. Imagine that you have no access to AND or OR gates. Create a circuit that implements the same function using only NAND gates. Use the Logic Converter to assess your NAND circuit. Compare to the previous AND/OR circuit; use the Logic Converter to show that both circuits are equivalent. Include schematics and truth tables. 3. Based on Problem 1, how could we make an inverter out of a NAND gate? Show this and compare with an inverter using truth tables from the logic converter. 4. Given that you can make an inverter, how can you make an AND gate out of NAND gates? Show this and compare with an inverter using truth tables from the logic converter. 5. Given that you can make an inverter, how can you make an OR gate out of NAND gates? NAND can do it all! Recall in our discussions that it is easiest to fabricate NAND gates when it comes to building a functioning integrated circuit. Now is your time to create a circuit using only NAND gates. 1. Using the function: F = (A B) + (CD) Implement this function using AND and OR gates. Use the logic converter to assess your circuit. 2. Imagine that you have no access to AND or OR gates. Create a circuit that implements the same function using only NAND gates. Use the Logic Converter to assess your NAND circuit. Compare to the previous AND/OR circuit; use the Logic Converter to show that both circuits are equivalent. Include schematics and truth tables. 3. Based on Problem 1, how could we make an inverter out of a NAND gate? Show this and compare with an inverter using truth tables from the logic converter. 4. Given that you can make an inverter, how can you make an AND gate out of NAND gates? Show this and compare with an inverter using truth tables from the logic converter. 5. Given that you can make an inverter, how can you make an OR gate out of NAND gates?
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Purchasing and Supply Chain Management
ISBN: 978-1285869681
6th edition
Authors: Robert M. Monczka, Robert B. Handfield, Larry C. Giunipero, James L. Patterson
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