Dear Aspirants, Our IBPS Guide team is providing new pattern Quantitative Aptitude Questions for IBPS Clerk Mains 2019 so the aspirants can practice it on a daily basis. These questions are framed by our skilled experts after understanding your needs thoroughly. Aspirants can practice these new series questions daily to familiarize with the exact exam pattern and make your preparation effective.
[WpProQuiz 7534]
Data interpretation
Directions (1 – 5): Study the following information carefully and answer the given questions:
The following table shows the number of working days of various companies in 6 different years.
1) Find the difference between the number of working days of all the given companies in the year 2012 to that of 2015, if the average working days of company B in the year 2012 and 2013 is 310 days and the number of working days of company E in the year 2015 is 17 days less than the previous year?
a) 40 days
b) 20 days
c) 60 days
d) 80 days
e) None of these
2) Find the average number working days of all the given companies in the year 2014, if the ratio between the number of working days of C to that of D is 63 : 61 and the number of working days of C in the year 2014 is 5 less than that of the number of working days of C in the year 2015?
a) 325 days
b) 294 days
c) 288 days
d) 310 days
e) None of these
3) The number of working days of all the given companies in the year 2016 is approximately what percentage of the number of working days of all the given companies in the year 2017, if the ratio of number of working days of company D in the year 2013 to that of company A in the year 2017 is 9 : 10?
a) 125 %
b) 88 %
c) 102 %
d) 116 %
e) 134 %
4) Find the ratio between the number of working days of company D in the year 2014 to that of the company E in the year 2013, if the average number of working days of company D in all the given years together is 309 days and the total number of working days of company B and E in the year 2013 is 628 days?
a) 61: 64
b) 55: 57
c) 43: 49
d) 22: 25
e) None of these
5) The number of working days of company A and C in the year 2015 is approximately what percentage more/less than the number of working days of company B and E in the year 2017?
a) 20 % less
b) 7 % more
c) 20 % more
d) 7 % less
e) 30 % more
Data sufficiency
Direction (6 – 10): The following questions are accompanied by two/three statements I, II or III. You have to determine which statement is/are sufficient to answer the given question.
6) What is the three digit number?
Statement I: The three digit number is divisible by 13 and Difference between the first and third digit is 7.
Statement II: The three digit number is divisible by 20 and Sum of first, second and third digit is 15.
a) Only I
b) Only II
c) Either I or II sufficient
d) All I and II necessary to the answer the question
e) The question can’t be answered even with all I and II
7) What is the age of C, in a group of A, B, C, D and E, whose average age is 25 years?
Statement I: The ratio of the present age of B and D is 8:9. Difference between the present age of A and E is 6 years.
Statement II: The average age of A and E is 26 years and after three years the average age of C and D is 27.5 years.
Statement III: Sum of the present age of B and D is 51 years.
a) Only I and II are sufficient
b) Only II and III are sufficient
c) Either I and II or III and II are sufficient
d) All I, II and III necessary to the answer the question
e) The question can’t be answered even with all I, II and III
8) What is the perimeter of the rectangle?
Statement I: The ratio of the length and breadth of the rectangle is 8:5. The area of the circle is equal to the area of the rectangle.
Statement II: Length of the rectangle is five-fourth of the radius of the circle.
Statement III: Circumference of the circle is equal to the perimeter of the rectangle.
a) Only I and II are sufficient
b) Only II and III are sufficient
c) Either I or III and II are sufficient
d) All I, II and III necessary to the answer the question
e) The question can’t be answered even with all I, II and III
9) What is the interest accrued on the amount invested in scheme S for two years?
Statement I: A invested certain amount in two different schemes P and S. Scheme P offers Simple interest at 10% per annum and Scheme S offer compound interest at 20% per annum.
Statement II: Interest accrued on the amount invested in scheme P in two years was Rs.2800.
Statement III: The total amount invested is Rs.30000.
a) Only I and II are sufficient
b) Only II and III are sufficient
c) Either I or III and II are sufficient
d) All I, II and III necessary to the answer the question
e) The question can’t be answered even with all I, II and III
10) What is the length of the train?
Statement I: A train passes two persons walking in the same direction at the rate of 2 kmph and 5 kmph respectively in 10 seconds and 12 seconds respectively.
Statement II: The train running at a speed of 36 kmph crosses a bridge in 44 seconds and length of the bridge is 120%of the length of the train.
Statement III: The train running at the speed of 60 kmph crosses the one of the pole in the station.
a) Only I and II are sufficient
b) Only II and III are sufficient
c) Either I or II is sufficient
d) All I, II and III necessary to the answer the question
e) The question can’t be answered even with all I, II and III
Answers :
Directions (1-5) :
1) Answer: a)
The average working days of company B in the year 2012 and 2013 = 310 days
The total working days of company B in the year 2012 and 2013
= > 310*2 = 620 days
The number of working days of company B in the year 2012 = 620 – 308 = 312
The number of working days of company E in the year 2015
= > The number of working days of company E in the year 2014 – 17
= > 295 – 17 = 278 days
The number of working days of all the given companies in the year 2012
= > 284 + 312 + 328 + 290 + 314 = 1528
The number of working days of all the given companies in the year 2015
= > 328 + 331 + 320 + 311 + 278 = 1568
Required difference = 1568 – 1528 = 40 days
2) Answer: d)
The ratio between the number of working days of C to that of D in the year 2014 = 63 : 61
The number of working days of C in the year 2014
= > The number of working days of C in the year 2015 – 5
= > 320 – 5 = 315
63’s = 315
1’s = 5
The number of working days of D in the year 2014 = 61’s = 61*5 = 305 days
Required average = (309 + 326 + 315 + 305 + 295)/5 = 1550/5 = 310 days
3) Answer: c)
The ratio of number of working days of company D in the year 2013 to that of company A in the year 2017 = 9: 10
9’s = 297
1’s = 33
The number of working days of company A in the year 2017 = 10’s = 330 days
The number of working days of all the given companies in the year 2016
= > 312 + 335 + 332 + 315 + 307 = 1601
The number of working days of all the given companies in the year 2017
=> 330 + 296 + 293 + 336 + 312 = 1567
Required % = (1601/1567)*100 = 102 %
4) Answer: a)
The average number of working days of company D in all the given years together = 309 days
The total number of working days of company D in all the given years together = 309*6 = 1854
The number of working days of company D in the year 2014
= > 1854 – (290 + 297 + 311 + 315 + 336)
= > 1854 – 1549 = 305 days
The total number of working days of company B and E in the year 2013 = 628
The number of working days of company E in the year 2013
= > 628 – 308 = 320 days
Required ratio = 305: 320 = 61: 64
5) Answer: b)
The number of working days of company A and C in the year 2015
= > 328 + 320 = 648 days
The number of working days of company B and E in the year 2017
= > 296 + 312 = 608 days
Required % = [(648 – 608)/608]*100 = 7 % more
Directions (6-10) :
6) Answer: d)
From statement I,
Three digit numbers can be 299, 780, 871 and 962.
So, statement I alone is not sufficient to the answer the question.
From Statement II,
The number can be 780 or 960.
So, statement II alone is not sufficient to the answer the question.
From I and II,
The three digit number is 780.
7) Answer: c)
From statement I,
Difference of A and E= 6
Ratio of B and D=8:9
So, statement I alone is not sufficient to the answer the question.
From Statement II,
A+E=52
After three years, C+D=55
Sum of the present age of C and D=49
A+B+C+D+E=125 years
52+49+B=125
B=24
So, statement II alone is not sufficient to the answer the question.
From statement III,
B+D=51.
So, statement III alone is not sufficient to the answer the question.
From I and II,
A+B+C+D+E=125 years
52+49+B=125
B=24
D=27
C+D=49
C=22 years
From II, III
A+B+C+D+E=125 years
52+49+B=125
B=24
B+D=51
D=27
C+D=49
C=22
8) Answer: e)
From Statement I,
Length=8x
Breadth=5x
∏*r*r=8x*5x
So, statement I alone is not sufficient to the answer the question.
From Statement II,
Length=5/4r
So, statement II alone is not sufficient to the answer the question.
From statement III,
2∏r=2(l+b)
So, statement III alone is not sufficient to the answer the question.
9) Answer: d)
From Statement I,
Scheme P rate=10%
Scheme S=20%
So, statement I alone is not sufficient to the answer the question.
From II,
Scheme P interest=Rs.2800
So, statement II alone is not sufficient to the answer the question.
From statement III,
Total amount=Rs.30000
From I, II and III
Scheme P principle 2800=P*10*2/100
Principle=Rs.14000
Scheme S principle=30000-14000=Rs.16000
CI=16000(1+20/100)2-16000
=Rs.7040
10) Answer: c)
From Statement I,
Length of the train=x
Speed of the train=y
X=10*(y-2)*5/18
X=12*(y-5)*5/18
10*(y-2)*5/18=12*(y-5)*5/18
10y-20y=12y-60y
2y=40
Y=20 kmph
X=10*(18)*5/18
X=50m
So, statement I alone is sufficient to the answer the question.
From Statement II,
(x+x*120/100)=44*36*5/18
11x/5=44*2*5
X=200m
So, statement II alone is sufficient to the answer the question.
From statement III,
Speed=60 kmph
Time is not given.
So, statement III alone is not sufficient to the answer the question.
