Question

How to simplify the following expression : A'C(A'BD) + A'BC'D' + AB'C ? i am stuck no matter how i try .

Answer 1

Boolean Algebra, no?

Answer 2

Is that A complement? i.e., not a

Answer 3

use kmap

Answer 4

the answers must using boolean algebra to simply it

Answer 5

mathbabrz..yup..its A'

Answer 6

AA = A

Answer 7

A'C(A'BD) + A'BC'D' + AB'C

becomes

A'CBD + A'BC'D' + AB'C

Answer 8

yup...then ..i try A'B( CD+C'D')+AB'C'

AND....i get stuck until here..huhu

Answer 9

A'B( CD+C'D')+AB'C

Answer 10

I wish I remembered kmaps

Answer 11

too busy to look it up right now. good luck :)

Answer 12

it ok mathbrz..thank u =)

Answer 13

A'C(A'BD) + A'BC'D' + AB'C

becomes

A'CBD + A'BC'D' + AB'C

thats it, we cannot simplify further

Answer 14

your expression is equivalent to sum of min terms : 7, 4, 10, 11

Answer 15

really?hahaha... i thought it can be simplify futher..

Answer 16

you can only combine 10 and 11,