I have a function (A xor C) nand (B xor c)

In other form it's: \((AC) + (\neg AB) + (\neg B\neg C)\)

The task is to transform the function to bases

Tried using De Morgan's but I'm always getting unwanted 1, 0 or \(\neg\), do you have any ideas?

Thanks!

In other form it's: \((AC) + (\neg AB) + (\neg B\neg C)\)

The task is to transform the function to bases

- NOR
- NAND
- EQV, COIMP (\(\neg \rightarrow)\)
- XOR, IMP
- NOT, AND

Tried using De Morgan's but I'm always getting unwanted 1, 0 or \(\neg\), do you have any ideas?

Thanks!

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