Worksheet on Sets using Venn Diagram

Worksheet on sets using Venn diagram will help us to practice different types of questions on sets and Venn-diagram. The set of questions are based on the relationship between the two or more pairs of sets using Venn diagram.

pairs of sets:

(i) X = {letters of English alphabet upto ‘h’};

    Y = {all the vowels of English alphabet}

(ii) A = {even numbers less than 10};

     B = {odd numbers less than 10}

(iii) C = {multiple of 5 less than 30};

     D = {multiple of 3 less than 20}

1. Show by Venn diagrams the relationship between the following 

(iv) M = {all girls of your school};

      N = {all boys of your school}

(v) P = {boys who play hockey};

     Q = {boys who play cricket}

(vi) R = {people who speak Hindi};

      S = {people who speak Tamil}

(vii) U = {people who live in India};

      V = {people who live in Bihar}

(viii) E = {men};

       F = {kings}

(ix) S = {all animals};

     T = {people who wear shirts}


2. If:   A = Set of natural numbers,

          B = Set of prime numbers and

          C = Set of even prime numbers.

Draw Venn-diagram showing the relationship among the given sets A, B and C.


3. Let M = {Natural numbers between 10 and 40; each divisible by 3}

         N = {Natural numbers upto 40; each divisible by 4}.

(i) Write each in roster form.

(ii) Draw a Venn-diagram showing the relationship between sets M and set N.

 

Answers for the worksheet on sets using Venn diagram are given below to check the exact answers of the above set of questions on sets and Venn diagrams.


Answers:


1. (i)

Questions on Sets









(ii)

Sets and Venn Diagrams










(iii)

Draw a Venn-diagram









(iv)

Sets using Venn Diagram









(v)

Set of Questions on Sets









(vi)

Venn-diagram Showing the Relationship









(vii)

Worksheet on Sets using Venn Diagram








(viii)

Show by Venn Diagrams








(ix)

Pairs of Sets using Venn Diagram










3.

Draw Venn-Diagram










4.

Venn diagram Answers











(i) M = {12, 15, 18, 21, 24, 27, 30, 33, 36, 39}

(ii) N = {4, 8, 12, 16, 20, 24, 28, 32, 36, 40}

Sets and Venn-diagrams - Worksheets

Worksheet on Set Theory

Worksheet on Elements of a Set

Worksheet on Representation on Set

Worksheet on Set Operations

Worksheet to Find the Cardinal Number of the Sets

Worksheet on Cardinal Properties of Sets

Worksheet on Sets using Venn Diagram

Worksheet on Union and Intersection using Venn Diagram








7th Grade Math Problems

8th Grade Math Practice

Math Home Work Sheets

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