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If a counter having $10$ flip flops is initially at $0,$ what count will it hold after $2060$ pulses?$000\; 000\; 1100$$000 \;001\; 1100$$000 \;001\; 1000$$000 \;000\; 11...
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1 votes
What is the division factor of the given clock divider circuit?$2$$3$$1.5$$2.5$
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1 votes
A unit vector perpendicular to the vectors a= 2i –3j + k and b=i+j-2k , isa) (1/ √ 3 ) (–i+j+k)b) (1/ √ 3 )(i+j- k)c) (1/ √ 3 )(i + j+k)d) (i+j+k)
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2 votes
Let combinational function $f(\text{a, b, c, d}) = \text{abc}'+\text{ab}'\text{cd}'$ (where $x'$ means complement of $x$). If all inputs are equally probable, then the pr...
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A Pulse train with a frequency of 1MHz is counted using a modulo 1024 ripple-counter built with J-K flip-flops. For proper operation of the counter the maximum permissibl...
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2 votes
The logic circuit given below converts a binary code Y1 Y2 Y3 intoa) Excess -3 codeb) Gray codec) BCD coded) Hamming code
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A 4-bit presetable UP counter has preset input 0101. The preset operation takes place as soon as the counter reaches 1111. The modulus of the counter isa) 5b) 10c) 11d) 1...
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4 votes
A 4-bit synchronous counter uses flip-flops with propagation delay time of 25 ns each. The maximum possible time required for change of state will bea) 25 nsb) 50 nsc) 75...
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4 votes
If a,b,c are the roots of equations $x^3$ + p$x^ 2$ +q$x$+p=0, Then the value of $$tan^{-1} a+ tan^{-1 }b+tan^{-1}c$$ isa) n π /4b) n π /2c) n πd) 2n π
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A bag contains eight white and six red marbles. The probability of drawing two marbles of same colour isa) $8c_2$ .$6c_2$ / $14c_2$ b) $8c_2$ /$14c_2$ + $6c_2$ /$14c_2$c...
886
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The Algebraic multiplicity of the matrix A= isa) 1b) 2c) 3d) 4
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The value of determinant is:a) 0b) 1c) 3d) a+b+c
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The sum S of A and B in a half Adder can be implemented by using K NAND gates. The value of K isa) 3b) 4c) 5d) None of these
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$\begin{bmatrix} 0& 29& 19& 25& 22\\ 20& 0& 21& 23& 21\\ 19& 21& 0& 21& 20\\ 25& 23& 21& 0& 32\\ 22& 21& 20& 22& 0 \end{bmatrix}$Find the shortest tour for given graph us...
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The probability that a student knows the correct answer to a multiple choice question is 2/3. If the student doesn't know the answer then the student guess the answer. Th...
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The truth table for implementing a Boolean variable $\text{F}$ is given where $d$ represents don't care states. The minimized expression for $\text{F}$ is:$BC' +AC'+AB$$A...
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Person $\text{X}$ can solve $80\%$ of the ISRO question paper and Person $\text{Y}$ can solve $60\%.$ The probability that at least one of them will solve a problem from ...
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Assuming ideal conditions, the speed up obtained from a balanced N stage pipeline is(a) $2N$(b) $N^ 2$(c) $N$(d) $N!$
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The area bounded by the curves $y^2 =x, y=x $ is given by$2/3$$1/2$$1/6$$1/3$
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a) 0 & 1b) 1 & 2c) 1 & 4d) None of these
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The library function exit ( ) causes as exit from (a) the loop in which it occurs(b) the block is which it occurs(c) the functions in which it occurs(d) the progam in whi...
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The matrix is its own adjoint. The value of x will be(a) 5 (b) 3 (c) -3 (d) -5
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A half adder can be constructed using two $2$-input logic gates. One of them is an $\text{AND}$-gate, the other is$\text{OR}$$\text{NAND}$$\text{NOR}$$\text{EX-OR}$
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For one of the following conditions, clocked $J$-$K$ flip-flop can be used as divided by $2$ circuit where the pulse train to be divided is applied at clock input :$J$ = ...
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1 votes
In a daisy chained connection to the CPU, the peripheral whose interrupt request has the highest priority is the one(a) With the largest vector address(b) With highest sp...
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2 votes
A husband and wife appear in an interview for two vacancies for same post The. probability of husband getting selected is 1 /5 while the probability of wife getting sele...
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6 votes
Minimum number of 2-input NAND gates that will be required to implement the function: Y = AB + CD + EF is(a) 4(b) 5(c) 6(d) 7
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In a ripple counter how many changes in state happen when count changes from 7 to 8?(a)$1$(b)$2$(c)$3$(d)$4$
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An 8-bit microcontroller has an external RAM with the memory map from 8000H to 9FFFH.The number of bytes this RAM can store isa) 8193b) 8192c) 8191d) 8000
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The mod number of a Johnson counter will be always equal to the number of flip flops used :sametwice$2N$ where $N$ is the number of flip flops.None of the these