Q39MCQ2 marks, −0.67Consider the operations f (X, Y, Z) = X’YZ + XY’ + Y’Z’\textit{f (X, Y, Z) = X'YZ + XY' + Y'Z'}f (X, Y, Z) = X’YZ + XY’ + Y’Z’ and g (X, Y, Z) = X’YZ + X’YZ’ + XY\textit{g (X, Y, Z) = X'YZ + X'YZ' + XY}g (X, Y, Z) = X’YZ + X’YZ’ + XY Which one of the following is correct?(A)Both {f}\left\{\textit{f} \right\}{f} and {g}\left\{ \textit{g}\right\}{g} are functionally complete(B)Only {f}\left\{ \textit{f} \right\}{f} is functionally complete(C)Only {g}\left\{ \textit{g}\right\}{g} is functionally complete(D)Neither {f}\left\{ \textit{f}\right\}{f} nor {g}\left\{\textit{g}\right\}{g} is functionally completeSign in to save attempts.Show answer← PreviousNext →SolutionsDiscussionLoading…Sign in with Google