ECAT Pre Computer Science MCQ Test For Computer Chapter 5 With Answer

MCQ's Test For ECAT Computer Science Chapter 5 Boolean Algebra

Try The MCQ's Test For ECAT Computer Science Chapter 5 Boolean Algebra

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ECAT Computer Science Chapter 5 Boolean Algebra

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Question # 1

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Question # 2

The 'Boolean Algebra' is based on the premise that

Question # 3

An OR gate has 6 input. The number of input words in its truth table are.

Question # 4

Boolean expression for NOR gate with two inputs x and y can be written as.

Question # 5

Which of the following gate is two level logic gate.

Question # 6

Logical addition refers to operation of

Question # 7

Odd parity of a word can be conveniently tested by.

Question # 8

Which of the following operations are used by Boolean algebra.?

Question # 9

In a three input NAND gate, if all the inputs are 1, the output is.

Question # 10

The heart of analog to digital converter (ADC) is

Question # 11

The circuit that is used for parallel to serial conversion is

Question # 12

NAND gates are preferred over others because these.

Question # 13

According to aborption law x+x.y=

Question # 14

The number of inputs to full adder are

Question # 15

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ECAT Computer Sciences Chapter 5 Important MCQ's

Sr.# Question Answer
1 In a three input NAND gate, if all the inputs are 1, the output is.
A. 0
B. 1
C. 3
D. indeterminate
2
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A. A + B + C + D
C. A BC D
D. A + B + C + D
3
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A. 0
B. 1
C. x
4
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A. 0
B. 1
C. x
5 Which of the following operations are used by Boolean algebra.?
A. Boolean addition
B. Boolean multiplication
C. Boolean complementation
D. All of the above
6 In Boolean algebra A.A.A.A.A
A. 5A
B. A
C. A5
D. 1
7 The number of inputs to full adder are
A. 1
B. 2
C. 3
D. 4
8 An AND gate will function as OR if.
A. all the inputs to the gates are "I"
B. all the inputs are "O"
C. a Not gate is added to it
D. all the inputs and outputs are complemented
9 The output will be one in case any input is one in the case of.
A. OR gate
B. AND gate
C. NAND gate
D. NOT gate
10 Boolean description for the exclusive OR gate for two inputs x and y can be written as.
A. x + y __
B. _x _y
C. x. y + x. y
D. x . y + x .y

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