edited by
2,594 views
6 votes
6 votes

The switching expression corresponding to $f(\text{A, B, C, D}) = \Sigma(1, 4, 5, 9, 11, 12)$ is

  1. BC'D' + A'C'D + AB'D
  2. ABC' + ACD + B'C'D
  3. ACD' + A'BC' + AC'D'
  4. A'BD + ACD' + BCD'
edited by

1 Answer

Best answer
6 votes
6 votes

   =BC'D'+A'C'D+AB'D

So Option A

selected by
Answer:

Related questions

7 votes
7 votes
2 answers
1
go_editor asked Jun 14, 2016
5,634 views
Consider the following boolean function of four variables $f(w,x,y,z) = \Sigma(1,3,4,6,9,11,12,14)$, the function isIndependent of one variableIndependent of two variable...
8 votes
8 votes
3 answers
2
24 votes
24 votes
3 answers
4
Ishrat Jahan asked Oct 31, 2014
14,450 views
The addition of $4-bit$, two's complement, binary numbers $1101$ and $0100$ results in$0001$ and an overflow$1001$ and no overflow$0001$ and no overflow$1001$ and an over...