So I created a boolean expression based on the truth table. There are 3 output and three 4 input in the truth table. I have always seen one output and I know how to create a circuit with the boolean expression. But for the lab, I got three expression and we have to use that to create only NAND gate circuit. I am not sure how to use three different expression and make a NAND gate circuit. so these are the expression QQ: (y = AC + BCD + ABD) ; PP: ( y = A'B'C + A'CD' + AB'C' + AC'D' + A'BC'D + ABCD); CC (y = B'D + BD').
The question is to design realizations of the circuit using 1. only NAND gates 2. only NOR gates 3. AND, OR, and NOT gates.
I don't need an answer for this. But if you could explain how to use three different boolean expression to create one big NAND only circuit, that would be great. Thank you.
The question is to design realizations of the circuit using 1. only NAND gates 2. only NOR gates 3. AND, OR, and NOT gates.
I don't need an answer for this. But if you could explain how to use three different boolean expression to create one big NAND only circuit, that would be great. Thank you.