A logic circuit has three inputs (x2X,Xo) representing an unsigned binary number. The output D is required to be 1 if the input number is divisible by 2 or by 3 (i.e. if the quotient is an integer). Design the required logic.

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Provide a truth table, an output boolean expression (format your choice) and a logic circuit diagram. Cheers thanks mate. See sample in 2nd pic

. A logic circuit has three inputs (x2x,X0) representing an unsigned
binary number. The output D is required to be 1 if the input number
is divisible by 2 or by 3 (i.e. if the quotient is an integer). Design the
required logic.
Transcribed Image Text:. A logic circuit has three inputs (x2x,X0) representing an unsigned binary number. The output D is required to be 1 if the input number is divisible by 2 or by 3 (i.e. if the quotient is an integer). Design the required logic.
Product term Sum Term
A+B +C
SOP
AtB tC
F= Ā BC + ÃBC + ABC +ABC
%3D
ABC
Ā BC
Ā +B +C
ABC
Ā +B +C
1
ABC
ABC
C-
of
Ā BC
ABC
АВС
00
Transcribed Image Text:Product term Sum Term A+B +C SOP AtB tC F= Ā BC + ÃBC + ABC +ABC %3D ABC Ā BC Ā +B +C ABC Ā +B +C 1 ABC ABC C- of Ā BC ABC АВС 00
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