# A device that tests whether the product of two two bit numbers is eq

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a device that tests whether the product of two two-bit
numbers is equal to 0 is to be designed using
combinational logic devices. the circuit can be conceived
as a Boolean function F(A,B,C,D) that is equal to \"1\"
whenever tge product of the two bits numbers AB and CD
is zero. for example if AB= 11 and CD=10 the product will
be a binary number different from \"0\" and therefore the
output of F(A,B,C,D) will be \"1\". Which of the given
functions provide a minimum expression for the function
F(A,B,C,D)?
a) A\'B+CD\'
b) (A+B)\' +(C+D)\'
c) ABC+A\'D\'
d) None of the above
Solution
the function provide a minimum expression for the function
F(A,B,C,D)?
a) A\'B+CD\'

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a device that tests whether the product of two two -bit numbers is equal to 0 is to be designed using combinational logic devices. the circuit can be conceived as a Boolean function F(A,B,C,D) that is equal to \"1\" whenever tge product of the two bits numbers AB and CD is zero. for example if AB= 1 ...
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