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Q(1-5) Study the Pie Charts and answer the following information.
- What is the average no of boys in School A, B, and C?
A. 23140
B. 23440
C. 23580
D. 23700
E. 24130E. 24130
Solution:
Total no of students:
A = 25300*19/100 = 48070
B = 25300*22/100 = 55660
C = 25300* 18/100 = 45540
D = 25300*21/100 = 53130
E = 25300*20/100 = 50600
No of Girls:
A = 124000*21/100 = 26040
B = 124000*22/100 = 27280
C = 124000*19/100 = 23560
D= 124000*21/100 = 26040
E = 124000*17/100 = 21080
No of Boys: Total Students – Girls
48070-26040 = 22030
55660-27280 = 28380
45540- 23560 = 21980
53130- 26040 = 27090
50600- 21080 = 29520
Average = (22030+28380+21980)/3 = 24130 - Which School accounts for the highest no of Boys?
A. School A
B. School B
C. School C
D. School D
E. School EE. School E
Solution:
No of Boys: Total Students – Girls
48070-26040 = 22030
55660-27280 = 28380
45540- 23560 = 21980
53130- 26040 = 27090
50600- 21080 = 29520 - What is the average no of Boys in all schools together?
A. 24600
B. 24800
C. 25300
D. 25800
E. NoneD. 25800
Solution:
No of boys 253000-124000 = 129000. Average = 129000/5 = 25800 - What is the average of Boys from A,C,D and E together?
A. 23125
B. 24655
C. 25155
D. 26155
E. NoneC. 25155
Solution:
Total Boys = 129000
Boys in B = 28380
Then Total Boys in B,C,D,E is 129000-22030 = 100620
Average = 100620/4 = 25155 - Difference between no of Boys and Girls in which school is Maximum?
A. School A
B. School B
C. School C
D. School D
E. School EE. School E
Solution:
Total no of students:
A = 25300*19/100 = 48070
B = 25300*22/100 = 55660
C = 25300* 18/100 = 45540
D = 25300*21/100 = 53130
E = 25300*20/100 = 50600
No of Girls:
A = 124000*21/100 = 26040
B = 124000*22/100 = 27280
C = 124000*19/100 = 23560
D= 124000*21/100 = 26040
E = 124000*17/100 = 21080
No of Boys: Total Students – Girls
A:48070-26040 = 22030
B:55660-27280 = 28380
C: 45540- 23560 = 21980
D:53130- 26040 = 27090
E:50600- 21080 = 29520
Difference:
A: 26040 – 22030 =4010
B: 28380-27280 = 1100
C: 23560-21980 = 1580
D: 27090 -26040 = 1050
E: 29520 – 21080 = 8440 - The cost painting a Square wall is directly proportional to its area. Painter charged Rs 10,000 of 10m x 10m. How many walls of 5m x 5m can be Painted for the same cost?
A. 2
B. 4
C. 5
D. 10
E. None
B. 4
Solution:
Cost α Area 2
10,000 = K* 10 2
K = 100
Then 10000 = N*100*5*5
N = 4 - A can do a piece of work in 12 days. B can do a piece of work in 8 days. C takes 5/4 th time of which A and B together take. A Worked for 3 hours. B worked 2 Hours. Then C can complete the remaining work
in how many days?
A. 2 Days
B. 3 Days
C. 4 Days
D. 6 Days
E. None
B. 3 Days
Solution:
A and B together work =1/ (1/12 +1/8) = 96/20
C = 5/4*96/20 =6 days
3/12 + 2/8+ x/6 = 1
X =3 days - A and B are 300 Kms apart. Speed of B is 50% more than A. They travel in opposite direction, A started at 8:00AM and B started 9:00AM and they meet at 11:00 AM then speed of B would be?
A. 50 Km/hr
B. 75 km/hr
C. 100 Km/hr
D. 120 Km/hr
E. None
B. 75 km/hr
Solution:
300 = S*3 + S*150/100 *2
S = 50
Speed of B = 75 - In How many ways Eight Rooks can be placed on a standard chess board without attacking each other?
A. 10080
B. 20160
C. 40320
D. 80640
E. NoneC. 40320
Solution:
No of ways = (8!) 2 /8! = 40320 - PIN of Ramesh Bank Locker is 5 digit number. Right most digit in that number is the first digit. Third digit is four times of 1 st digit. Sum of First and 2 nd digit is equal to 3 rd digit.5 th digit is greater than 2 nd digit and less than 3 rd digit. 5 th digit is two more than 4 th digit. Then Ramesh PIN would be?
A. 53431
B. 75431
C. 75862
D. 53862
E. Cannot be determinedC. 75862
Soluition:
Easy way verification process
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