I have to implement these functions using the following components only
$$F_1(A,B,C) = AC + BC'$$ $$F_2(A,B,C) = AC + B'C'$$ $$F_3(A,B,C) = A'B + AB'$$
Components given:
- 1:4 DeMux with active high enable - 1 No.
- 2:4 Decoder with active low enable - 1 No.
- 8:3 Encoder with active low enable - 1 No.
I thought of using DeMux as another decoder and use Encoder for taking OR of product terms, but I can't seem to get it.
It would be great if someone could help.
UPD My work: enter image description here
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\$\begingroup\$ Could you show what you have tried. And if it is a homework question, please add the appropriate tag. \$\endgroup\$JonathanG– JonathanG2020年12月07日 07:57:54 +00:00Commented Dec 7, 2020 at 7:57
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\$\begingroup\$ @JonathanG I have updated the question. It's not a homework question. It was in my final exams this semester in digital design course. \$\endgroup\$NIHIR AGARWAL– NIHIR AGARWAL2020年12月07日 08:06:26 +00:00Commented Dec 7, 2020 at 8:06
1 Answer 1
I will update my answer along the day.
But first, how does the demux work? As the enable is always high, depending on the select lines the data in will be output on one (1) of the four (4) output lines.Demux
Not my finest drawing, but please continue with a correct 1:4 Demux. If you get stuck again, I will try updating my answer again.
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