Artificial Intelligence MCQ - Fuzzy Sets

16 Let us consider a fuzzy set A(x) = {(x₁, 0.01), ((x₂, 0.04), (x₃, 0.09)}. Its DILATION is determined

A
{(x₁, 0.1), ((x₂, 0.4), (x₃, 0.9)}
B
{(x₁, 0.4), ((x₂, 0.1), (x₃, 0.9)}
C
{(x₁, 0.9), ((x₂, 0.4), (x₃, 0.1)}
D
{(x₁, 0.1), ((x₂, 0.2), (x₃, 0.3)}

View Explanation
Comment

Correct AnswerOption D

Rate difficulty Rate difficulty:

Easy Medium Hard

Choose a difficulty.

Share this question

Cancel reply

Your email address will not be published. Required fields are marked *

Report

Name

Save my name and email in this browser for the next time I comment.

Cancel reply

Your email address will not be published. Required fields are marked *

Comment *

Name

Save my name and email in this browser for the next time I comment.

17 Let us consider two fuzzy sets as follows:
A(x) = {(x₁, 0.2), ((x₂, 0.3), (x₃, 0.4)}
B(x) = {(x₁, 0.4), ((x₂, 0.5), (x₃, 0.6)}
Their bounded sum, A(x) ⊕ B(x) is represented as follows:

A
{(x₁, 0.6), ((x₂, 0.3), (x₃, 0.4)}
B
{(x₁, 0.2), ((x₂, 0.3), (x₃, 0.4)}
C
{(x₁, 0.6), ((x₂, 0.8), (x₃, 1.0)}
D
{(x₁, 0.2), ((x₂, 0.2), (x₃, 0.2)}

View Explanation
Comment

Correct AnswerOption C

Rate difficulty Rate difficulty:

Easy Medium Hard

Choose a difficulty.

Cancel reply

Your email address will not be published. Required fields are marked *

Report

Name

Save my name and email in this browser for the next time I comment.

Cancel reply

Your email address will not be published. Required fields are marked *

Comment *

Name

Save my name and email in this browser for the next time I comment.

18 Let us consider two fuzzy sets as follows:
A(x) = {(x₁, 0.2), ((x₂, 0.3), (x₃, 0.4)}
B(x) = {(x₁, 0.4), ((x₂, 0.5), (x₃, 0.6)}
Their Algebraic difference, A(x) - B(x) is determined as follows:

A
{(x₁, 0.2), ((x₂, 0.3), (x₃, 0.4)}
B
{(x₁, 0.2), ((x₂, 0.2), (x₃, 0.2)}
C
{(x₁, 0.4), ((x₂, 0.5), (x₃, 0.6)}
D
{(x₁, 0.6), ((x₂, 0.8), (x₃, 1.0)}

View Explanation
Comment

Correct AnswerOption A

Rate difficulty Rate difficulty:

Easy Medium Hard

Choose a difficulty.

Cancel reply

Your email address will not be published. Required fields are marked *

Report

Name

Save my name and email in this browser for the next time I comment.

Cancel reply

Your email address will not be published. Required fields are marked *

Comment *

Name

Save my name and email in this browser for the next time I comment.

19 Which one of the following statements is TRUE?

A
Concepts of probability and membership values are defined based on crisp sets only
B
Concepts of probability and membership values are defined based on fuzzy sets only
C
Concepts of probability and membership values are defined based on crisp sets, fuzzy sets, respectively.
D
Concepts of probability and membership values are defined based on fuzzy, crisp sets, respectively.

View Explanation
Comment

Correct AnswerOption C

Rate difficulty Rate difficulty:

Easy Medium Hard

Choose a difficulty.

Cancel reply

Your email address will not be published. Required fields are marked *

Report

Name

Save my name and email in this browser for the next time I comment.

Cancel reply

Your email address will not be published. Required fields are marked *

Comment *

Name

Save my name and email in this browser for the next time I comment.

20 Let us consider two fuzzy sets as follows:
A(x) = {(x₁, 0.2), ((x₂, 0.3), (x₃, 0.4)}
B(x) = {(x₁, 0.4), ((x₂, 0.5), (x₃, 0.6)}
Their Algebraic sum, A(x) + B(x) is determined as follows:

A
{(x₁, 0.52), ((x₂, 0.65), (x₃, 0.76)}
B
{(x₁, 0.6), ((x₂, 0.8), (x₃, 1.0)}
C
{(x₁, 0.2), ((x₂, 0.3), (x₃, 0.4)}
D
{(x₁, 0.4), ((x₂, 0.5), (x₃, 0.6)}

View Explanation
Comment

Correct AnswerOption A

Rate difficulty Rate difficulty:

Easy Medium Hard

Choose a difficulty.

Found this useful?

Follow:

Cancel reply

Your email address will not be published. Required fields are marked *

Report

Name

Save my name and email in this browser for the next time I comment.

Cancel reply

Your email address will not be published. Required fields are marked *

Comment *

Name

Save my name and email in this browser for the next time I comment.

First Previous 2 3 4 5 6 Next Last