Bissoy.com
Doctors Medicines MCQs Q&A

Given below is a diagram of three circles X. Y and Z which represent musicians, singers and dancers, respectively. The circles intersect with each other and form regions- a, b, c and d. Select the region that represents musicians who are singers but not dancers.

Given below is a diagram of three circles X. Y and Z which represent musicians, singers and dancers, respectively. The circles intersect with each other and form regions- a, b, c and d. Select the region that represents musicians who are singers but not dancers. Correct Answer Only D

Explanation:

As we can see in the diagram the region that represents musicians who are singers but not dancers

[ alt="F1 Shweta Chaurasia 29.4.21 Pallavi D4" src="//storage.googleapis.com/tb-img/production/21/04/F1_Shweta%20Chaurasia_29.4.21_Pallavi_D4.png" style="width: 275px; height: 232px;">

is the region that is colored (d)

Hence option 2 is the right answer

Related Questions

Given below are two premises (A and B). Four conclusions are drawn from them. Select the code that states validly drawn conclusion(s) (taking the premises individually or jointly). Premises : (A) Most of the dancers are physically fit. (B) Most of the singers are dancers. Conclusions : (a) Most of the singers are physically fit. (b) Most of the dancers are singers. (c) Most of the physically fit persons are dancers. (d) Most of the physically fit persons are singers
In the question, two statements are given, followed by three conclusions, I, II and III. You have to consider the statements to be true even if it seems to be at variance from commonly known facts. You have to decide which of the given conclusions, if any, follows from the given statements. Statement 1: Some dancers are singers. Statement 2: All singers are actors. Conclusion I: Some actors are dancers. Conclusion II: All actors are singers. Conclusion III: Some singers are dancers.
In the following figure, rectangle represents Singers, circle represents Dancers, triangle represents Musicians and square represents Artists. Which set of letters represents Dancers who are not Musicians?
Two statements (a) and (b) given below are followed by two conclusions (i) and (ii). You have to consider the statements are true. Which of the given conclusions logically follows from the given statements ? Statements : (a) Some musicians are singers. (b) All the singers are dancers. Conclusions : (i) Some musicians are dancers. (ii) No singer is musician.
In a diagram given below, rectangles represent singers, square represents mimicry artiest, circle represents dancers and triangle represents runners. Which set of letters represents singers who are not mimicry artiest? 
In the following figure, square represents dancers, triangle represents singers, circle represents crew and rectangle represents judges. Which set of letters represents singers who are dancers?
In the following figure, square represents singers, triangle represents dancers, circle represents Standup comedians and Cylindrical shape represents judges. Which set of letters represents singers who are dancers?
In the following figure, the square represents singers, the triangle represents dancers, the circle represents crew and the rectangle represents judges. Which set of letters represents singers who are dancers?
The Venn diagram given below shows the artists in a Music School. The ‘Triangle’ represents ‘Pianists’, ‘Circle’ represents ‘Drummers’; the ‘rectangle’ represents ‘Guitarist’ and the ‘Square’ represents ‘Singers’. The numbers given in the diagram represent number of person of that particular category. How many singers are also pianist and guitarist but not Drummers?
Given below is a diagram of three circles A, B and C over-lapping each other. The circle A represents the class of honest people, the circle B represents the class of sincere people and circle C represents the class of politicians. p, q, r, s, U, X, Y represent different regions. Select the code that represents the region indicating the class of honest politicians who are not sincere.