The digital circuit has inputs of three unmarked words A [2: 0], B [2: 0], and C [2: 0]. If it is
a number of words that have an odd value outweigh the number of words they have
even value then for R [2: 0] it is R [2: 0] = max (A [2: 0], B [2: 0], C [2: 0] ] =
min (A [2: 0], B [2: 0], C [2: 0]). A circuit is required to be designed to perform the above
mode. Only comparators, multiplexers and gates of any crowd are available
inputs.
It is recommended that the total circuit be based on individual, less sophisticated circuits and
initially to briefly describe the logic of the proposed solution
a number of words that have an odd value outweigh the number of words they have
even value then for R [2: 0] it is R [2: 0] = max (A [2: 0], B [2: 0], C [2: 0] ] =
min (A [2: 0], B [2: 0], C [2: 0]). A circuit is required to be designed to perform the above
mode. Only comparators, multiplexers and gates of any crowd are available
inputs.
It is recommended that the total circuit be based on individual, less sophisticated circuits and
initially to briefly describe the logic of the proposed solution
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