Page 240 - FUNDAMENTALS OF COMPUTER
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NPP
240 Fundamentals of Computers NPP
First draw the logic circuit using Basic gd©àW_ _yb^yV JoQ>m| H$s ghm`Vm go Vm{H©$H$ n[anW
Gates:
~ZmAm|:
A B C
C
C F
Now, convert OR into NOR so that AND àË`oH$ OR H$mo NOR _| ~XbZo Ho$ {bE EH$-EH$
will be converted into bubbled AND. ~~b AmCQ>nwQ> na bJmAmoŸ& gmW hr AND Ho$ àË`oH$
BZnwQ> na ^r EH$-EH$ ~~b bJmAmoŸ&
A B C
C
F
NOT, is equivalent to shorted NOR and NOT JoQ> Ho$ ñWmZ na em°Q>}S> NOR VWm ~~ëS>
Bubbled AND is equivalent to NOR. AND Ho$ ñWmZ na ^r NOR aIZo na…
A B C
C
F
(b) The given expression is: (b) {X`m J`m ì`§OH$ h¡:
F = (A+ B+ C ) (A. + B+ C ) (A. + B+ C )
It contains three Maxterms. Therefore the Cnamoº$ ì`§OH$ _| VrZ _oŠñQ>_© h¡ & AV… VrZ 0
K-map will contain three 0’s. VWm AÝ` ñWmZm| na 1 {bIZo na:
