This is a MCQ Test for basic Electronics. It is ideal for any technical examination.
Have lower fabrication area
Can be used to make any gate
Consume least electronic power
Provide maximum density in a chip
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Base 10
Base 16
Base8
Base 3
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675
275
572
573
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it is used by everybody
Any logic function can be realized by NAND gates alone
All the minization techniques are applicable for optimum NAND gate realization
Many digital computers use NAND gates
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6
32
64
128
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10101.001
10100.001
10101.010
10100.111
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OR gate
NAND gate
EXCLUSIVE OR gate
NOT gate.
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FFFF (hex)
1111 (binary)
7777 (octal)
All of the above
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F52E
G52F
F53F
F53O
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An astable MV
A bistable MV
A latch
A monostable MV.
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Weighted code
Cyclic redundancy code
Self-complementing code
Algebraic code
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Two’s complement only
Sign and magnitude and one’s complement only
Two’s complement and one’s complement only
All three representations
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Logic 0 and 1 are represented by 0 and positive voltage respectively
Logic 0 and, -1 are represented by negative and positive voltages respectively
Logic 0 voltage level is higher than logic 1 voltage level
logic 0 voltage level is lower than logic 1 voltage level
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(21)10
( 69)10
(41 )10
— (5)10
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floating point hardware is costly
it is slower than software
It is not possible to perform floating point addition by hardware
Of no specific reason
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All the inputs to the gates are “1”
All the inputs are ‘0’
Either of the inputs is “1”
All the inputs and outputs are complemented
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TTLAS
CMOS
ECL
TTLLS
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10 CPS
120 CPS
12CPS
None of the above
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2n
22 n
2n-1
— 2n
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2TTL
5TTL
8TTL
10TTL
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In a positional number system, each symbol represents the same value irrespective of its position
The highest symbol in a position number system as a value equal to the number of symbols in the system
It is not always possible to find the exact binary
Each hexadecimal digit can be represented as a sequence of three binary symbols.
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Less expensive
Always more accurate and faster
Useful over wider ranges of problem types
Easier to maintain
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I and II
II and III
III only
II only
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1000
964
1024
1064
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