Minimize: F = PQ + (PR)′ +PQ′R using Boolean laws.
Answers
Answered by
7
Explanation:
you can find the solution in the above picture
Attachments:
Answered by
1
Minimization of F = PQ + (PR)′ +PQ′R using Boolean laws is 1 + PQR'
- Given,
- F = PQ + (PR)′ + PQ′R
- = PQ(R+R') + (PR)′ + PQ′R (∵ R+R' = 1)
- = PQR + PQR' + (PR)′ +PQ′R
- = PR(Q+Q') + PQR' + (PR)′
- = PR + PQR' + (PR)′ (∵ PR+(PR)' = 1)
- = 1 + PQR'
Similar questions