Venn Diagram : Verbal Reasoning Questions

Son and Daughters are both independent individual but they come under family. So they can be represented as

Therefore, diagram (3) is the correct answer

Husband and Wife both are independent individuals but together they comes under family.
So, they can be represented as:

Therefore, Diagram (4) is the correct answer

We have in total 3 activities i.e Law(L), Music(M) and Dance(D).         

Let’s understand step by step

i) Students who learn L and M  

(ii) Students who learn M and D

(iii) Students who learn L and D       

     

iv) students who learn L, M and  D   

          

According to the question all these diagram i, ii, iii and iv should be satisfied by a single diagram and figure (1) is the only diagram which satisfies all these  conditions.

Ans: Hence Diagram (1) is the correct answer

Every mother is a female. It can be shown as

Doctor represent both female and male as it is a common noun.
Some female Doctor may be mother

Ans: Hence Diagram 3 is the correct answer.

To solve this question let us understand about the three subjects  mentioned i.e Science, Math and Biology

From the classification tree it is clear that Biology is the branch subject of science where Math is completely a different subject. These can be represented in venn-diagram as

Hence, Diagram (1) is the correct answer

Sol: Let’s discuss about English teachers(ET) and Popular English Teachers(PET).
All PET are compulsorily ET. So they can be represented as

Now consider Unpopular Teachers(UT) and English Teachers(ET) only. Some UT may be ET. Therefore

Now consider ET, UT and PET together.
In Venn-Diagram, circle of UT cannot intersect circle of PET because a Teacher who is already marked Unpopular cannot be popular . And below diagram shown how it is incorrect

So finally we can represent Venn-Diagram correctly by diagram below.

Ans: The correct answer is option (2)

Sol: we will use set theory formula to solve this question
n(AᴜB) = n(A) + n(B) – n(A∩B)
Let A= Cricket=C, B=Foot ball=F

n(CᴜF) =Total no. of players = 40
n(C)= no. of cricket players = 30
n(F)= no. of football players
n(C∩F)= no. of players who play both cricket and football = 20

Using formula
n(CᴜF) = n(C) + n(F) – n(C∩F)
n(F) = 30

Now we are clear that 30 player plays Cricket, 30 Players plays Football and they together include 20 players who plays both cricket as well as football.
So we can represent them by

Ans: Therefore option (3) is the correct answer.

sol: All Fathers are compulsorily Males. So we can depict by diagram below

Now Advocates represent both Gender So circle for Advocate will intersect circle for Males  in Venn-Diagram because an Advocate can be a male or vice-versa

Solution to question not obtained in above diagram as some fathers may be Advocate by profession and circle for Advocate must intersect circle for Father as well. Here we get our final Venn-diagram below

Ans: Therefore, option (1) is the correct answer

Sol: Zebra is a Grass eating animal. So we can represent them by

Lions is completely different from Zebra in its food habit as it is a Carnivores animal. So Lion is kept different from the classification and can be represented by

Ans: Therefore, option (1) is the correct answer.

All Teachers(T) are Educated people(EP). So

A Teacher is not counted as Unemployed(U) and Some Unemployed may be Educated. So

Ans: Therefore, option(1) is the correct answer