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

The output will be one in case any input is one in the case of.

Question # 2

In Boolean algebra A.0 is

Question # 3

The commutative law in Boolean Algebra, where a, b and c are binary number is.

Question # 4

According to Boolean algebra x + 1 = ______________

Question # 5

According to Boolean algebra A+A+......+A is

Question # 6

Question Image
Question # 7

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Question # 8

An AND gate will function as OR if.

Question # 9

According to absorption law x. (x+y) =

Question # 10

Which of the following statement is true in the case of AND gate with input A and B.

Question # 11

According to aborption law x+x.y=

Question # 12

According to Idempotent law , x + y = __________

Question # 13

The half adder circuit has

Question # 14

Pick up wrong logical expression

Question # 15

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

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ECAT Computer Sciences Chapter 5 Important MCQ's

Sr.# Question Answer
1 The 'Boolean Algebra' is based on the premise that
A. there are two states
B. differential equations can be solved by analog circuits.
C. either a statement is true or false
D. arithmetic operations can be carried out
2 Which of the following operations are used by Boolean algebra.?
A. Boolean addition
B. Boolean multiplication
C. Boolean complementation
D. All of the above
3 In Boolean algebra A.A.A.A.A
A. 5A
B. A
C. A5
D. 1
4
Question Image
A. 0
B. 1
C. x
5 In a three input NAND gate, if all the inputs are 1, the output is.
A. 0
B. 1
C. 3
D. indeterminate
6 Boolean expression for NOR gate with two inputs x and y can be written as.
A. x + y__
B. x. y
C. x + y
7 The half adder circuit has
A. one input
B. two inputs
C. three inputs
D. always more than two inputs
8 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
9
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A. x . y
B. x + y
C. x . y
D. x . y
10 According to Boolean algebra A+A+......+A is
A. A
B. n A
C. 0
D. 1

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