Quantitative Aptitude Practice Questions for IBPS Exams 2017

Quantitative Aptitude Practice Questions for IBPS Exams 2017
Dear Aspirants,
Welcome to Mentor for Bank Exams Quantitative Aptitude Practice Questions section. The following practice quiz consists of Number Series (5 Questions), Data Sufficiency (5 questions), Data Interpretation (5 questions), Word Problems (5 questions). All the best for upcoming IBPS Exams 2017.
Directions (1 – 5): The following number series follows a certain pattern. In these series one number is missing, find the missing number.
1. 7, 61, 211, 505, 991, ?
(a) 1512
(b) 1587
(c) 1643
(d) 1717
(e) 1751
2. 3, 10, 14, 47, 184, ?
(a) 932
(b) 987
(c) 1014
(d) 1123
(e) 1283
3. 4, 9, 18, 35, 68, ?
(a) 97
(b) 104
(c) 118
(d) 127
(e) 133
4. 1, 2, 11, 104, 1671, ?
(a) 40348
(b) 40812
(c) 41312
(d) 41784
(e) 42118
5. 1296, 1179, 1087, 1018, 970, ?
(a) 912
(b) 927
(c) 941
(d) 948
(e) 953
Direction (6 – 10): In each of the following questions, a question is followed by three statements. You have to study the question along with the statements and decide which of the statement(s) is/are necessary to answer the question?
6. What is the average weight of girls in the class?
I. Average weight of all the 60 students is 42 kg.
II. Average weight of boys is 43 kg.
III. Total weight of all the girls together is 1144 kg.
A) Any two of three
B) All I, II & III
C) I and II only
D) II and III only
E) Question cannot be answer even with all the three statements.
7. What is the selling price of the T.V. set if no discount is offers
I. Profit earned was 20%.
II. Had 10% discount been offered on selling price the profit have been Rs.1,200.
III. Cost price is Rs.15,000.
A) Any two of the three
B) Only I and II
C) Only I and III
D) Only II and III
E) None of these
8. What is the speed of the train?
I. Length of the platform is 150% of the length of the train.
II. The train crosses the platform in 25 seconds.
III. The train crosses the pole in 19 seconds.
A) All I, II and III
B) I and either II or III
C) Only II and III
D) Any two of the three
E) Question cannot be answered even with all the three statements.
9. How many students are there in the class?
I. 20% students are there in the class speak Hindi.
II. 44 students can speak languages other than Hindi.
III. There are 30 boys in the class.
A) All I, II and III
B) Any two of the three
C) II and either I or III
D) I and II only
E) None of these
10. What is the volume of the cylindrical tank?
I. Area of the base is A square metres.
II. Height of the tank is B metres.
III. Diameter of the base is equal to height of the tank.
A) Only I and II
B) Only II
C) Only I and III
D) All I, II and III
E) Any two of the three
Direction (11 – 15): Read the following table carefully and answer the given question.
Table shows the number of Laptop manufactured and percentage of Laptop sold by two companies P and Q in different months.
11. If the total number of Laptops manufactured in May in by both companies are 1625, while total number of Laptops sold by both companies are 766, then find the difference between the number of Laptop manufactured by Company P and Company Q in may.
A) 250
B) 275
C) 225
D) 300
E) None of these
12. The number of Laptop sold by company P in January are approximately what percentage of number of Laptop sold by company Q in July?
A) 65%
B) 70%
C) 75%
D) 73%
E) None of these
13. If the number of Laptop sold by company Q in January are 2 less than the double of Laptop sold by company P in the same month, then find the total number of Laptops manufactured by company Q in January.
A) 625
B) 650
C) 600
D) 700
E) None of these
14. If the number of Laptop sold by company Q in November are 14 2/7% less than the number of Laptop sold by same company in September, while the total number of Laptops manufactured in November are 400, then what percentage of Laptop manufactured in November by company Q are sold?
A) 25.5%
B) 26.5%
C) 27.5%
E) None of these
15. Find the total number of Laptop Sold in March by both companies together?
A) 157
B) 187
C) 167
D) 177
E) None of these
16. Average cost of 8 bags and 5 boxes is 25. While the average cost of 4 bags and 7 boxes is 21. What is the total cost of 18 bags and 18 boxes?
A) 586
B) 834
C) 1112
D) 724
E) None of these
17. Harish brother is 3 years elder than Harish. Harish father was 28 years of age when Harish sister was born while Harish mother was 26 years of age when Harish was born. If Harish sister was 4 years of age when Harish brother was born, then what was the age Harish father when Harish brother was born?
A) 36 years
B) 30 years
C) 31 years
D) 32 years
E) None of these
18. A rectangular solid metal which is 36 cm long, 18 cm broad and 3 cm high, is to be melted and cast into two different cubes, the volume of the bigger being eight times that of the smaller one. Find the surface area of the smaller cube.
A) 180 cm^2
B) 36 cm^2
C) 144 cm^2
D) 150 cm^2
E) None of these
19. Machine X can print one lakh books in 8 hours. Machine Y can print the same number of books in 10 hours while machine Z can print the same in 12 hours. All the machines started printing at 9 A.M. Machine X is stopped at 11 A.M. and the remaining two machines completed work. Approximately at what time will the printing of one lakh books be completed by the machines?
A) 4 pm
B) 30 pm
C) 1 pm
D) 12 am
E) 30
20. A bag contains 4 Red, 8 Black and 12 White balls. Three balls are drawn randomly. What is the probability that the balls drawn are of different colours?
A) 48/253
B) 16/253
C) 24/253
D) 12/253
E) 205/253
Solutions:
1. D) Series is 23 - 1, 43 -3, 63 - 5, 83 - 7 …….
2. E) Series is × 1+7, ×2 - 6, ×3 + 5, ×4 - 4 ………
3. E) Series is × 2+1, ×2+ 0, ×2 - 1, ×2 - 2, ×2 - 3 ………
4. D) Series is ×12 + 1, ×22 + 3, ×32 + 5, ×4+ 7…….
5. C) Series is –112 + 4, –102 + 8, –92 + 12, –82 + 16
8. E) From Statement I:
Let the length of the train be x metre.
Therefore Length of platform 3x = 3x/2 meter
From Statement II:
Speed of train = [(3x/2 + x)/25] = 5x/50 = x/10 …… (i)
But x is not known. Hence, we proceed.
From Statement III:
Speed of train = x/19 ….. (ii)
Clearly we reach at no unique conclusion.
9. D) From statement I,
80% children speak languages other than Hindi.
From statement II,
=> Total number of children = [(44 × 100)/80] = 55
10. E) From statements I and II,
Volume of tank = AB cubic metres
From statements II and III,
Therefore, Volume = П × (Radius)^2 × Height
From statements I and III,
Area of base = A sq. metres.
Clearly, after knowing height and area of base, volume can be determined.
11. B) Let the no of laptop manufactured by company P in may = x
and by company Q in may = (1625 – x)
ATQ,
x × 38/100 + (1625 – x) × 60/100 = 766
=> 38x + 97500 – 60x = 76600 => 22x = 20900 => x = 950
Then 1625 – x = 675
and required difference = 950 – 675 = 275
12. B) No. of Laptops sold by company P in January = 450 × 32/100 = 144
No. of Laptop sold by company Q in July = 792 × 25/100 = 198
Therefore required % = (144/198 × 100)% = 72.72% ≈ 73%
13. B) No. of Laptop sold by company P in January = 450 × 32/100 = 144
Therefore, No. of Laptop sold by company Q in January = 2 × 144 – 2 = 286
Therefore, Required number = 286/44 × 100 = 650
14. D)
15. D) Required total = 260 × 45/100 + 250 × 24/100 = 117 + 60 = 177
16. B) 8 bag + 5 box = 25 × 13 = 325
4 bag + 7 box = 21 × 11 = 231
12 bag + 12 box = 556
Total cost of 18 bags and 18 boxes = 556 × 3 / 2 = 834
17. D) Let Harish age = x
Then
Harish brother’s age = x + 3
Harish mother’s age = x + 26
Harish sister’s age = (x + 3) + 4 = x + 7
Harish Father’s age = (x + 7) + 28 = x + 35
Age Harish father when Harish brother was born = x + 35 – (x + 3) = 32
18. E) Volume of cuboid = volume of two cubes together
36 × 18 × 3 = a^3 + 8a^3
a^3 = 216 => a = 6 cm
Surface area of the smaller cube = 6 × 6^2 = 216 cm^2
19. C) Work done by X in 1 hour = 1/8
Work done by Y in 1 hour = 1/10
Work done by Z in 1 hour = 1/12
Work done by X,Y and Z in 1 hour = 1/8 + 1/10 + 1/12 = 37/120
Work done by Y and Z in 1 hour = 1/10 + 1/12 = 22/120 = 11/60
From 9 am to 11 am, all the machines were operating.
Ie, they all operated for 2 hours and work completed = 2 × (37/120) = 37/60
Pending work = 1- 37/60 = 23/60
Hours taken by Y an Z to complete the pending work = (23/60) / (11/60) = 23/11
This is approximately equal to 2
Hence the work will be completed approximately 2 hours after 11 am ; ie around 1 pm
20. A) Total number of balls = 4 + 8 + 12 = 24
n(s) = 24C3 = 2024
Number of ways to select one ball of each colour
= n (E) = 4C1 × 8C1 × 12C1 = 4 × 8 × 12 = 384
P (E) = 384 / 2024 = 48 / 253