LOGIC CIRCUIT AND DESIGN
ISABELA STATE UNIVERSTIY
Cabagan Campus
College of Computing Studies Information and Communication Technology
MODULE 2 pt. 2 – K-maps, Circuit Implementation Using K-Maps, SOP and POS
Representation, NAND, NOR Implementations
Activity
NAME: Shainadine A. Tumaliuan
COURSE: BSCpE-3
DATE SUBMITTED: October 1, 2020
Submit this until Friday, October 01, 2020, 5PM. You can answer it in a separate paper. Picture it ,
paste it here in the answer sheet and submit it in SEDI.
1. Express the complement of the following functions in sum‐of‐minterms form:
(a) F(A,B ,C, D) =  (2, 4, 7, 10, 12, 14)
=0010+0100+0111+1010+1100+1110
=A’B’CD’+A’BC’D’+A’BCD+AB’CD’+ABC’D’+ABCD’
(b)
F ( x, y, z ) =  (3, 5, 7)
=(0+1+1)(1+0+1)(1+1+1)
=(x+y’+z’)(x’+y+z’)(x’+y’+z’)
2. Simplify the function
using K-maps
F= 011+101+110+111
AB
C
00
01
10
1
0
1
11
1
1
1
Grouping 1 = 011, 101, 111
=C
Grouping 2 = 110, 111
= AB
F= C + AB
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