Questions 361 to 370
According to Boolean algebra A+1 = ______________
(a) A (b) 0 (c) 1 (d) A’ (e) B.
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According to Demorgan’s Law (A·B)' = __________
(a) A’B’ (b) AB (c) A' + B' (d) A’-B’ (e) A+B.
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The terms in the notation m
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(a) Mantissa, Round and Exponent
(b) Mantissa, Radix and Exponent
(c) Mantissa, Range and Exponent
(d) Mantissa, Radix and Element
(e) Mantissa, Range and Element.
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The equivalent decimal number of hexadecimal C4 is obtained from one of the following
(a) C+4 (b) (C16)+(4+1) (c) (C16)+(40)
(d) (C16)+(41) (e) C+(40).
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The function of the ________________ is to store programs and data.
(a) CU (Control Unit) (b) MU (Memory Unit)
(c) ALU (Arithmetical Logic Unit) (d) INPUT device
(e) OUTPUT device.
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Gray Code is also called as ___________________
(a) Decimal Code (b) Binary Code
(c) 2421 Code (d) Reflected Binary Code
(e) Octal Code.
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What does ‘T’ stands in T-flip flop
(a) Top (b) Type (c) Temporary (d) Tiny (e) Toggle.
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MUX consists of how many number of outputs?
(a) Only one (b) No output
(c) Depends on the input (d) Depends on the select lines
(e) Two outputs.
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The (r-1)’s complement of 345 in octal number system is
(a) 342 (b) 234 (c) 243 (d) 432 (e) 423.
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The operation DR ← M[AR] is known as __________________
(a) Arithmetic Operation (b) Shift Operation
(c) Memory Write (d) Memory cycle
(e) Memory Read.
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Answers
Answer : (c)
Reason : According to Boolean algebra A+1 = 1
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Answer : (c)
Reason : According to Demorgan’s Law (A·B)' = A' + B'
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Answer : (b)
Reason : The terms in the notation m* re are Mantissa, Radix and Exponent
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Answer : (d)
Reason : The equivalent decimal number of hexadecimal C4 is obtained from C*16+4*1
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Answer : (b)
Reason : The function of the Memory Unit is to store programs and data.
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Answer : (d)
Reason : Gray Code is also called as Reflected Binary Code.
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Answer : (e)
Reason : ‘T’ stands for Toggle in T-flip flop
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Answer : (a)
Reason : MUX consists of only one output.
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Answer : (d)
Reason : The (r-1)’s complement of 345 in octal number system is 432.
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Answer : (e)
Reason : The operation DR ← M[AR] is known as Memory Read.
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