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Worksheets

Logic Based Testing

Total questions: 15

Worksheet time: 9mins

Name
Class
Date
1.

(B+C).D = BD + BD is an example for?

a)

Absorption law

b)

Distributive law

c)

Commutative law

d)

Identity law

2.

An algebraic representation of sets of paths in a graph is called a

a)

Path Expression

b)

Path link

c)

Path Predicate

d)

Path Node

3.

The path sum denotes

a)

Paths in Sequence

b)

paths that are Perpendicular

c)

Paths in parallel

d)

no paths

4.

A + AB + ABC + ABCD + ABCDE can be reduced to

a)

1

b)

0

c)

A

d)

ABCDE

5.

Reduced form of (a + b).(b+1) = ?

a)

ab+b

b)

ab+a+b

c)

a+b

d)

1

6.

KV chart is an abbreviation for

a)

Karnaugh-Veitch chart

b)

Karnaugh-Verilog chart

c)

Kenalog-Verilog chart

d)

Kenalog-Veitch chart

7.

Knowledge-based system is also known as

a)

speech-recognition system

b)

management information system

c)

expert system

d)

executive information system

8.

A compiler that starts with a specification in a high-order language and automatically produce integrated circuit layouts is called a

a)

platinum compiler

b)

silver compiler

c)

selenium compiler

d)

silicon compiler

9.

The processing of knowledge in an expert system is done by a program called

a)

manipulator

b)

calculator

c)

inference engine

d)

neumann machine

10.

A list of names of conditions in a decision table is called

a)

condition entry

b)

action entry

c)

condition stub

d)

action stub

11.

Individual letters in a Boolean algebra expression are called

a)

letters

b)

lables

c)

syllables

d)

literals

12.

Each product term in a simplified version of the sum of products form in Boolean algebra is called

a)

row implicant

b)

major implicant

c)

prime implicant

d)

requisite implicant

13.

A rule that specifies the default action to be taken when all other rules fail in a decision table is called

a)

action stub

b)

default rule

c)

condition stub

d)

definite rule

14.

Expansion of immaterial?

a)
b)
c)
d)
15.

Simplification of K-Map

a)

BC' + AB

b)

AB' + BC

c)

BC' + AB'

d)

AB + BC