Dear Readers, Bank Exam Race for the Year 2018 is already started, To enrich your preparation here we have providing new series of Practice Questions on Quantitative Aptitude – Section. Candidates those who are preparing for IBPS PO Mains 2018 Exams can practice these questions daily and make your preparation effective.
[WpProQuiz 4312]Directions (Q. 1 – 5) Study the following information carefully and answer the given questions:
The following pie chart1 shows the percentage distribution of total number of students in six different schools and the pie chart2 shows the percentage distribution of total number of girls among them.
The ratio of boys to girls is 7: 6
1) Find the difference between the total number of girls and total number of boys studying in School B?
a) 5250
b) 4800
c) 4650
d) 5500
e) None of these
2) Total number of girls studying in School A and C together is approximately what percentage of total number of boys studying in School D and E together?
a) 144 %
b) 136 %
c) 152 %
d) 118 %
e) 128%
3) What is the total number of boys studying in School B, D, E and F together?
a) 17400
b) 18250
c) 16600
d) 19550
e) None of these
4) Find the ratio between the total number of girls studying in School A, C, E together to that of boys studying in the same School?
a) 133: 181
b) 126: 199
c) 117: 173
d) 141: 219
e) None of these
5) Only 60 % and 75 % of the students in School B and C is planned to go for an excursion respectively. Find the total students didn’t go for any excursion in School B to that of Students in School C?
a) 8800
b) 7600
c) 9360
d) 10500
e) None of these
Directions (Q. 6 – 10): The following questions are accompanied by three statements I, II and III. You have to determine which statement is/are sufficient to answer the questions.
6) What is the speed of the train ‘A’?
a) If statement I alone is sufficient
b) If III and either I or II are necessary
c) If I and either II or III are necessary.
d) If any two of I, II and III are necessary.
e) If all statements together are necessary
7) A person travels by car from place M to N and from N to M. How long will it take to travel from M to N by train if the speed of the train is 30% more than the speed of the car?
a) If I and II is sufficient
b) If III and either I or II are sufficient
c) If I and either II or III are sufficient
d) If any two of I, II and III are sufficient.
e) If all statements together are necessary
8) What is the ratio of boys and girls in the school?
a) If either I or II is sufficient
b) If III and either I or II are sufficient
c) If I and III together or II alone is sufficient
d) If any two of I, II and III are sufficient.
e) If all statements together are necessary
9) How long will it taken by A, B and C to complete the work together?
a) If either I or II is sufficient
b) If III and either I or II are sufficient
c) If I and either II or III are sufficient
d) If any two of I, II and III are sufficient.
e) If all statements together are necessary
10) A shopkeeper purchased an article for Rs. 300 and incurred Rs. 40 for transportation. Find the profit earned by the shopkeeper?
a) If either I or II is sufficient
b) If III and either I or II are sufficient
c) If I and either II or III are sufficient
d) If any two of I, II and III are sufficient
e) If either I and II or II and III are sufficient
Answers :
Directions (1-5):
Total number of students = 65000 and the ratio of boys to girls is 7: 6.
13’s = 65000
1’s = 5000
Total girls in all the given schools = 30000
Total boys in all the given schools = 35000
1) Answer: a)
Total number of girls studying in School B
= > 30000*(14/100)
= > 4200
Total number of boys studying in School B
= > 65000 * (21/100) – 4200
= > 13650 – 4200
= > 9450
Required difference = 9450 – 4200 = 5250
2) Answer: c)
Total number of girls studying in School A and C together
= > 30000*(33/100) = 9900
Total students studying in School D
= > 65000*(11/100) = 7150
Total girls studying in School D
= >30000*(17/100) =5100
Total boys studying in School D
= > 7150 – 5100 = 2050
Total students studying in School E
= > 65000*(11/100) = 7150
Total girls studying in School E
= > 30000*(9/100) = 2700
Total boys studying in School E
= > 7150 – 2700= 4450
Total number of boys studying in School D and E
= > 2050 + 4450 = 6500
Required % = (9900/6500)*100 = 152.3 % = 152 %
3) Answer: d)
Total number of boys studying in School B, D, E and F together,
Total students studying in School B
= > 65000 * (21/100) = 13650
Total number of girls studying in School B
= > 30000*(14/100) = 4200
Total number of boys studying in School B
= > 13650 – 4200 = 9450
Total students studying in School D
= > 65000*(11/100) = 7150
Total girls studying in School D
= >30000*(17/100) =5100
Total boys studying in School D
= > 7150 – 5100 = 2050
Total students studying in School E
= > 65000*(11/100) = 7150
Total girls studying in School E
= > 30000*(9/100) = 2700
Total boys studying in School E
= > 7150 – 2700= 4450
Total students studying in School F
= > 65000*(18/100) = 11700
Total girls studying in School F
= > 30000*(27/100) = 8100
Total boys studying in School F
= > 11700 – 8100= 3600
Required total = 9450 + 2050 + 4450 + 3600
= > 19550
4) Answer: b)
The total number of girls studying in School A, C, E
= > 30000 * (12/100) + 30000 * (21/100) + 30000 * (9/100)
= > 3600 + 6300 + 2700
= > 12600
The total number of boys studying in School A, C, E
= > [65000 * (15/100)-3600]+[65000*(24/100)-6300]+[65000*(11/100)]
= > 6150 + 9300 + 4450
= > 19900
Required ratio = 12600: 19900 = 126: 199
5) Answer: c)
Only 60 % and 75 % of the students in School B and C is planned to go for an excursion
Total number of students didn’t go for any excursion in School B and C,
= > 65000*(21/100)*(40/100) + 65000*(24/100)*(25/100)
= > 5460 + 3900
= > 9360
Direction (6-10) :
6) Answer: e)
By using all the statement together,
15 = (120+ 360)/[(72 + x)*(5/18)]
5x + 360 = 576
5x = 216
X = 43.2
Speed of train A = 43.2 km/hr
7) Answer: a)
From statement I:
Speed of the train = 130/100 * Speed of the car
Train/Car = 13/10
Time ratio of train to car = 10: 13
Required time = 13/13*10 = 10 hours
8) Answer: c)
From II:
No of girls be x and boys 120/100*x
Boys: girls = 120: 100 = 6:5
From I and III:
Total = 900
Boys + Girls = 900
Boys + Boys – 100= 900
2 Boys = 1000
=>Boys = 500
Girls = 400
Ratio = 500: 400 = 5:4
The answer can be determined by using statement I and III together or II alone is sufficient to answer the given question
9) Answer: e)
From statement I, II and III,
(A + B)’s one day work = 1/10
(B + C)’s one day work = 1/8
(A + C)’s one day work = 1/6
2*(A + B + C) = 1/10 + 1/8 + 1/6
A + B + C = 13/(60*2) = 13/120
Time required by A, B and C to complete the work = 120/13 days
10) Answer: e)
From statement I and II,
Marked price of the article = 340*(130/100) = Rs. 442
Selling price = 442*(85/100) = Rs 375.70
Profit= 375.70- 340= Rs 35.70
From statement II and III,
The profit can be easily determined in the same way.
Daily Practice Test Schedule | Good Luck
| Topic | Daily Publishing Time |
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| Current Affairs Quiz | 9.00 AM |
| Current Affairs Quiz (Hindi) | 9.30 AM |
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| IBPS Clerk Prelims – Quantitative Aptitude | 11.00 AM |
| IBPS Clerk Prelims – Quantitative Aptitude (Hindi) | 11.30 AM |
| Vocabulary (Based on The Hindu) | 12.00 PM |
| IBPS Clerk Prelims – English Language | 1.00 PM |
| SSC Practice Questions (Reasoning/Quantitative aptitude) | 2.00 PM |
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This post was last modified on September 24, 2020 11:16 am