How can I minimize this product of sums expression? I think that I am supposed to use theorem.
F = (x'+w') • (z'+x') • (y+w+z')
So far I have F= x' + z' • (y + z')
Is this right and/or can it be minimized further?
F = (x'+w') • (z'+x') • (y+w+z')
So far I have F= x' + z' • (y + z')
Is this right and/or can it be minimized further?
