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1 8 You have to design binary gate (Le: two Inputs) With the output equal t0 1 1f both Inputs are equal (0 0 or both equal t0 1. If this 1S not the case, the output...

Question

1 8 You have to design binary gate (Le: two Inputs) With the output equal t0 1 1f both Inputs are equal (0 0 or both equal t0 1. If this 1S not the case, the output equal to Which one of the following Boolean functions IS a representation of such a gate? (1) xy' + xy (2) xy + xy' (3) xy' +xy + ry' + ry (4) xy' +xy (5) none of the above

1 8 You have to design binary gate (Le: two Inputs) With the output equal t0 1 1f both Inputs are equal (0 0 or both equal t0 1. If this 1S not the case, the output equal to Which one of the following Boolean functions IS a representation of such a gate? (1) xy' + xy (2) xy + xy' (3) xy' +xy + ry' + ry (4) xy' +xy (5) none of the above



Answers

An AND gate is followed by a NOT gate in series. With two input; $A$ and $B$, the Boolean expression for the output $Y$ will be (a) $\overline{A+B}$ (b) $\overline{A \cdot B}$ (c) $A \cdot B$ (d) $A+B$


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