Simplifying Boolean Equations –going from Canonical POS to minimized SOP form: Write Boolean equations for the functions from Table (a) (b) in canonical POS form . Then transform that equation into minimized SOP form using Boolean axioms and theorems. Show your work and list which axiom or theorem you used in each step. Your final equations should be in minimized SOP form.   There is part a for table a and part b for table b Please list in detail each step and the theorems used.

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Simplifying Boolean Equations –going from Canonical POS to minimized SOP form: Write Boolean equations for the functions from Table (a) (b) in canonical POS form . Then transform that equation into minimized SOP form using Boolean axioms and theorems. Show your work and list which axiom or theorem you used in each step. Your final equations should be in minimized SOP form.

 

There is part a for table a and part b for table b

Please list in detail each step and the theorems used.

(a)
(b)
АВС
Y
АВС
W
000
1
000
1
001
001
1
010
1
010
1
011
011
1
100
100
101
1
101
110
110
111
111
Transcribed Image Text:(a) (b) АВС Y АВС W 000 1 000 1 001 001 1 010 1 010 1 011 011 1 100 100 101 1 101 110 110 111 111
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