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GATE EC Combinatorial Circuits questions

Practise Combinatorial Circuits questions for GATE EC. Explore official PYQs and original topic-wise quizzes, check answers and view available solutions. Free, no sign-in.

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Official PYQ2013Digital CircuitsCombinatorial CircuitsMCQ · 2 marks
There are four chips each of 1024 bytes1024\:\text{bytes} connected to a 16 bit16\:\text{bit} address bus as shown in the figure below. RAMs 1,2,3RAMs\: 1, 2, 3 and 44 respectively are mapped to addresses
Official PYQ2012Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The output YY of a 2−bit2-\text{bit} comparator is logic 11 whenever the 2−bit2-\text{bit} input AA is greater than the 2−bit2-\text{bit} input BB. The number of combinations for which the output is logic 11, is
Official PYQ2012Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
In the circuit shown
Official PYQ2012Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
In the sum of products function f(X,Y,Z)=∑(2,3,4,5)f(X,Y,Z)=\sum(2,3,4,5), the prime implicants are
Official PYQ2011Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The logic function implemented by the circuit below is (ground implies a logic “0”)\text{“0”})
Official PYQ2011Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The output Y\mathrm{Y} in the circuit below is always “1"\text{“1"} when
Official PYQ2010Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
Match the logic gates in Column A with their equivalents in Column B.
Official PYQ2010Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
For the output F\text{F} to be 11 in the logic circuit shown, the input combination should be
Official PYQ2010Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The Boolean function realized by the logic circuit shown is
Official PYQ2009Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
What are the minimum number of 22-to-11 multiplexers required to generate a 22-input AND\text{AND} gate and a 22-input Ex-OR\text{Ex-OR} gate?
Official PYQ2006Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The number of product terms in the minimized sum-of-product expression obtained through the following K\text{K}-map is (where, " dd " denotes don't care states) 10010d0000d11001\begin{array}{|c|c|c|c|} \hline 1 & 0 & 0 & 1 \\ \hline 0 & d & 0 & 0 \\ \hline 0 & 0 & d & 1 \\ \hline 1 & 0 & 0 & 1 \\ \hline \end{array}
Official PYQ2006Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
An IO\frac{\mathrm{I}}{\mathrm{O}} peripheral device shown in Figure (b)(b) below is to be interfaced to an 80858085 microprocessor. To select the IO\frac{\mathrm{I}}{\mathrm{O}} device in the IO\frac{\mathrm{I}}{\mathrm{O}} address range D4H−D7H\mathrm{D} 4 \mathrm{H}-\mathrm{D} 7 \mathrm{H}, its chip-select (CS‾)(\overline{C S}) should be connected to …
Official PYQ2006Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The point P\text{P} in the following figure is stuck-at-11. The output ff will be
Official PYQ2005Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The Boolean function ff implemented in the figure using two input multiplexers is
Official PYQ2005Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The Boolean expression for the truth table shown is …
Official PYQ2005Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
What memory address range is NOT\text{NOT} represented by chip #  1\# \; 1 and chip #  2\# \; 2 in the figure A0\text{A}_{0} to A15\text{A}_{15} in this figure are the address lines and CS\text{CS} means Chip Select.
Official PYQ2004Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
Figure given below shows the internal schematic of a TTL AND-OR\text{TTL AND-OR} -Invert (AOI)\text{(AOI)} gate. For the inputs shown in the given figure, the output Y\text{Y} is
Official PYQ2004Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
Given figure is the voltage transfer characteristic of
Official PYQ2004Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The minimum number of 22-to-11 multiplexers required to realize a 44-to 11 mulitiplexer is
Official PYQ2004Digital CircuitsCombinatorial CircuitsMCQ · 1 mark
The Boolean expression AC + BC‾\text{AC + B} \overline{\text{C}} is equivalent to