Bar Diagram 51

Directions (1-5): Study the following graph carefully to answer the questions that follow.
Number of Students Enrolled in Three Different Disciplines in Five Different Colleges
Q1. What is the total number of students studying B.Sc. in all the Colleges together?
(a) 1825
(b) 1975
(c) 1650
(d) 1775
(e) None of these
 
Q2. What is the respective ratio of total number of students studying B.Sc. in the colleges C and E together to those studying B.A. in the colleges A and B together?
(a) 24 : 23
(b) 25 : 27
(c) 29 : 23
(d) 29 : 27
(e) None of these
Q3. What is the respective ratio of total number of students studying B.Sc., B.A. and B. Com. in all the Colleges together?
(a) 71 : 67 : 75
(b) 67 : 71 : 75
(c) 71 : 68 : 75
(d) 75 : 71 : 68
(e) None of these
 
Q4. Number of students studying B.Com. in College C forms approximately what per cent of the total number of students studying B.Com. in all the colleges together?
(a) 39 %
(b) 21 %
(c) 44 %
(d) 33 %
(e) 17 %
Q5. Number of students studying B.A. in College B forms what per cent of total number of students studying all the disciplines together in that college? (rounded off to two digits after decimal)
(a) 26.86 %
(b) 27.27 %
(c) 29.84 %
(d) 32.51 %
(e) None of these

Answer & Explanation

S1. Ans.(d)
Sol. Total number of students studying B.Sc. in all the colleges together 
= 350 + 325 + 300 + 375 + 425 = 1775
S2. Ans.(c)
Sol. Total number of students studying B.Sc. in the colleges C and E together = 300 + 425 = 725
Total number of students studying B. A. in the colleges A and B together = 275 + 300 = 575
Required ratio = 725 : 575 = 29 : 23
S3. Ans.(a)
Sol. Total number of students studying B.Sc. in all the colleges together
= 350 + 325 + 300 + 375 + 425 = 1775
Total number of students studying B.A. in all the colleges
together = 275 + 300 + 325 + 450 + 325 = 1675
Total number of students studying B.com in all the colleges
together = 425 + 475 + 325 + 425 + 225 = 1875
Required ratio = B.Sc. : B.A. : B.Com.
= 1775 : 1675 : 1875 = 71 : 67 : 75
4.
5.

Leave a Comment

Your email address will not be published.