2-1 multiplexer using only nands and nots

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SUMMARY

The discussion centers on designing a 2-1 multiplexer (MUX) using only NAND gates and inverters. The user initially attempted a configuration that did not yield the desired results. The correct implementation requires two inverters and one NAND gate to ensure that when the selection input (S) is 0, the output is X0, and when S is 1, the output is 0. The user emphasizes the importance of creating a truth table and solving a 3-variable Karnaugh map (K-map) for simplification.

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I need to make a 2-1 mux using only NANDS and inverters. I thought it would look like a simple nand gate with another inverter attached at the end (basically a AND gate). However, that didnt work. I need it so when the selection input is a zero it selects whatever X0 is and when the selection input is a 1 it will always select 0. I know how implement it using 3 NAND gates and an inverter. But I thought since one input is constantly grounded, there would be a a lot simplifed version.

Thanks
 
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When you try and figure out these problems it is always best to write out the truth table and solve the 3 variable k-map (for this case).

Hint: If the output of the MUX is X0 when S = 0 and the output of the MUX is 0 when S=1, then you'll need 2 inverters and 1 NAND.
 

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