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Recent activity by minimalist
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GATE ECE 2010 | Question: 37
Assuming that all flip-flops are in reset condition initially, the count sequence observed at $\text{Q}_\text{A}$ in the circuit shown is $0010111 \ldots$ $0001011 \ldots$ $0101111 \ldots$ $0110100 \ldots$
Assuming that all flip-flops are in reset condition initially, the count sequence observed at $\text{Q}_\text{A}$ in the circuit shown is$0010111 \ldots$$0001011 \ldots$$...
273
views
answered
Dec 27, 2023
Sequential Circuits
gate2010-ec
digital-circuits
sequential-circuit
flip-flop
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1
answer
2
GATE ECE 2014 Set 1 | Question: 41
Consider the Boolean function $F(w,x,y,z) = wy + xy + \overline{w}\:xyz + \overline{w}\:\overline{x}\:y + xz + \overline{x}\:\overline{y}\:\overline{z}.$ Which one of the following is the complete set of essential prime implicants? $w,y,xz,\overline{x}\:\overline{z}$ $w,y,xz$ $y, \overline{x}\:\overline{y}\:\overline{z}$ $y,xz,\overline{x}\:\overline{z}$
Consider the Boolean function $F(w,x,y,z) = wy + xy + \overline{w}\:xyz + \overline{w}\:\overline{x}\:y + xz + \overline{x}\:\overline{y}\:\overline{z}.$ Which one of th...
462
views
answered
Oct 20, 2023
Digital Circuits
gate2014-ec-1
boolean-algebra
digital-circuits
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2
answers
3
GATE ECE 2011 | Question: 19
The output $\mathrm{Y}$ in the circuit below is always $\text{“1"}$ when two or more of the inputs $\mathrm{P, Q, R}$ are $\text{“0"}$ two or more of the inputs $\mathrm{P, Q, R}$ are $\text{“1"}$ any odd number of the inputs $\mathrm{P, Q, R}$ is $\text{“0"}$ any odd number of the inputs $\mathrm{P, Q, R}$ is $\text{“1"}$
The output $\mathrm{Y}$ in the circuit below is always $\text{“1"}$ whentwo or more of the inputs $\mathrm{P, Q, R}$ are $\text{“0"}$two or more of the inputs $\mathr...
533
views
answered
Oct 20, 2023
Number Representations
gate2011-ec
digital-circuits
combinational-circuits
logic-gates
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