1. The problem statement, all variables and given/known data
http://ift.tt/1o3q4UI
3. The attempt at a solution
for part a, i got the solution to be F1 = xy'+x'y= x⊕y (XOR) , F2 = x .y (AND)
for part b i don't understand how i would derive an equal equation that uses only NAND which is (xy') and inverter which is x'
http://ift.tt/1o3q4UI
3. The attempt at a solution
for part a, i got the solution to be F1 = xy'+x'y= x⊕y (XOR) , F2 = x .y (AND)
for part b i don't understand how i would derive an equal equation that uses only NAND which is (xy') and inverter which is x'
0 commentaires:
Enregistrer un commentaire