3 ms·
I can get the circuit with 4 XORs and 1 NOT, or 3 XORs and 1 XNOR. I can't see a way to simplify to just ANDs, ORs and 2 NOTs. It's an interesting problem, were
by assemble 17y ago
I can get the circuit with 4 XORs and 1 NOT, or 3 XORs and 1 XNOR. I can't see a way to simplify to just ANDs, ORs and 2 NOTs. It's an interesting problem, were you able to find a AND, OR and 2 NOT solution? Or did you wind up using XORs?
- anatoly 17y agoNo, the requirement is specifically to use just ANDs, ORs and two NOTs. There is a solution, I did find it. It's not particularly easy to find.