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1. Use Boolean algebra to find the minimum cost SOP expression for the function below. f(a,b,c,d) =a~bc + cd + ~ad + bd
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\[\large f(a,b,c,d)= a\overline{b}c + cd + \overline{a}d + bd\] like that ?
Yes, I couldnt figure out how to put like that.
Your expression is already in SOP form and is minimum
No, it is not. I was told to use Consensus laws and I'm not sure how.
Remember Boolean Identities?
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you cant simplify it further in SOP form
Umm, can you explain more about that ?
you may use boolean algebra to reduce the cost but that disturbs the SOP form
is this the actual given expression or have you simlified it using k-map or something already ?
maybe its a~(bc) or something? u sure u are giving the right formula
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