Question Paper Set for ICICI Bank Exam Preparation

Simple aptitude questions for ICICI bank exam preparations. Previous year question papers of ICICI bank exams. Start preparing for the ICICI Bank exams with these solved bank exam question papers.

1. In a park, 10000 trees have been placed in a square lattice. Determine the maximum number of trees that can be cut down so that from any stump, you cannot see any other stump. (Assume the trees have negligible radius compared to the distance between adjacent trees.)
A. 2500 B.4900 C.6400 D. none of these.

2. A certain city has a circular wall around it, and this wall has four gates pointing north, south, east and west. A house stands outside the city, three miles north of the north gate, and it can just be seen from a point nine miles east of the south gate. The problem is to find the diameter of the wall that surrounds the city.

3. Income of A,B and C are in the ratio 7:10:12 and their expenses in the ratio 8:10:15 . If A saves 20% of his income then B’s saving is what % more/less than that of C’s
A.100% more B. 120% more C. 80% less D. 40% less

4. A triangle ABC has positive integer sides, angle A = 2 angle B and angle C > 90. Find the minimum length of the perimeter of ABC.

5. We have k identical mugs. In an n-storey building, we have to determine the highest floor from which, when a mug is dropped, it still does not break. The experiment we are allowed to do is to drop a mug from a floor of our choice. How many experiments are necessary to solve the problem in any case, for sure?

6. The side lengths of a triangle and the diameter of its incircle are 4 consecutive integers in an arithmetic progression. Find all such triangles.

7. We have a 102 * 102 sheet of graph paper and a connected figure of unknown shape consisting of 101 squares. What is the smallest number of copies of the figure, which can be cut out of the square?

8. Between points A and B there are two railroad tracks. One of them is straight and is 4 miles long. The other one is the arc of a circle and is 5 miles long. What is the radius of curvature of the curved track?

9. Number of ordered pair of integer x^2+6x+y^2 = 4 is.
A.2 b.4 c.6 d.8.

10. 100 cards are numbered 1 to 100 (each card different) and placed in 3 boxes (at least one card in each box). How many ways can this be done so that if two boxes are selected and a card is taken from each, then the knowledge of their sum alone is always sufficient to identify the third box?

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Latest ICICI Bank Exam Prepration Question Papers

Prepare for ICICI Bank exams with these simple aptitude questions based on CAT exams. Simple aptitude questions for preparation of bank exams.

1) Consider all possible seven-digit binary numbers having four 1s and three 0s. What is the sum of all such numbers?
(a) 1470       (b) 1615      (c) 1740      (d) 1825      (e) 1910

2) Which of the cones can be formed from a  sector of a circle of radius 10 by aligning the two straight sides?
(a) A cone with slant height of 10 and radius 6
(b) A cone with height of 10 and radius 6
(c) A cone with slant height of 10 and radius 7
(d) A cone with height of 10 and radius 7
(e) A cone with slant height of 10 and radius 8

3) Consider the sum of two numbers x and y whose sum ends in 9. Which of the following will necessarily end in 9?
(a) x^6 + y^6      (b) x^7 + y^7       (c) x^13 + y^13        (d) x^18 + y^18      (e) x^19 + y^19

4) Two straight roads R1 and R2 diverge from a point A at an angle of 120 degrees. Ram starts walking from point A along R1 at a uniform speed of 3km/hr. Shyam starts walking at the same time from A along R2 at a uniform speed of 2km/hr. They continue walking for 4 hours along the respective roads and reach points B and C on R1 and R2 respectively. There is a straight path connecting B and C. Then Ram returns to point A after walking along the line segments BC and CA. Shyam also returns to A after walking along line segments CB and BA. Their speeds remain unchanged. The time interval (in hours) between Ram’s and Shyam’s return to the point A is
(a) (10√19 + 26)/3      (b) (2√19 + 10)/3      (c) (√19 + 26)/3      (d) (√19 + 10)/3    (e) none of the foregoing

5) In a quadrilateral ABCD, the diagonals AC and BD intersect at O. Let OA = 2, OB = 2, OC = 3, OD = 4 and AB = 3. The area of the quadrilateral is
(a) 55/4      (b) 117/8      (c) 173/12       (d) 225/16      (e) none of the foregoing

6) For real x and y if f(x, y) = f(x+y, 1) + f(1, x+y). Then f(x, 1-x)/f(x, -x) equals
(a) ½       (b) 1      (c) 2/3      (d) 2      (e) 3/2

7) The sum of a few (more than 2 and less than 100) consecutive integers is found
to be 253. There can be 2 values of the total number of terms. The positive difference between these 2 values will be
(a) 15      (b) 20      (c) 25      (d) 35      (e) 45

8)  If a, b, c are greater than 1, then loga/(log(ab)) + logb/(log(bc)) + logc/(log(ca)) (is)
(a) always greater than 1
(b) always less than 2
(c) always less than 1
(d) exactly 2 of the foregoing
(e) none of the foregoing

9) Let n be number of ways in which two adjacent face of a cube can be chosen. Its faces are divided into four equal squares and let m be the number of ways in which two such adjacent squares can be chosen. Then m =
(a) 4n      (b) 6n      (c) 8n      (d) 9n      (e) 12n

10) A vertical cylinder vessel contains water in it up to height of √3 unit. The cylinder is then tilted till its axis make 30 degrees with the vertical and the level of water just covers the base of the vessel. The radius of the base of the vessel is
(a) 1      (b) 3      (c) √3/2      (d) 2/√3      (e) none of the foregoing

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Latest Question Papers for ICICI Bank Exams

Latest Bank Exam question papers for bank exam preparations. Make use of these simple solved question papers for preparation of bank exams.

1) Consider all possible seven-digit binary numbers having four 1s and three 0s. What is the sum of all such numbers?
(a) 1470       (b) 1615      (c) 1740      (d) 1825      (e) 1910

2) Which of the cones can be formed from a  sector of a circle of radius 10 by aligning the two straight sides?
(a) A cone with slant height of 10 and radius 6
(b) A cone with height of 10 and radius 6
(c) A cone with slant height of 10 and radius 7
(d) A cone with height of 10 and radius 7
(e) A cone with slant height of 10 and radius 8

3) Consider the sum of two numbers x and y whose sum ends in 9. Which of the following will necessarily end in 9?
(a) x^6 + y^6      (b) x^7 + y^7       (c) x^13 + y^13        (d) x^18 + y^18      (e) x^19 + y^19

4) Two straight roads R1 and R2 diverge from a point A at an angle of 120 degrees. Ram starts walking from point A along R1 at a uniform speed of 3km/hr. Shyam starts walking at the same time from A along R2 at a uniform speed of 2km/hr. They continue walking for 4 hours along the respective roads and reach points B and C on R1 and R2 respectively. There is a straight path connecting B and C. Then Ram returns to point A after walking along the line segments BC and CA. Shyam also returns to A after walking along line segments CB and BA. Their speeds remain unchanged. The time interval (in hours) between Ram’s and Shyam’s return to the point A is
(a) (10√19 + 26)/3    (b) (2√19 + 10)/3    (c) (√19 + 26)/3    (d) (√19 + 10)/3    (e) none of the foregoing

5) In a quadrilateral ABCD, the diagonals AC and BD intersect at O. Let OA = 2, OB = 2, OC = 3, OD = 4 and AB = 3. The area of the quadrilateral is
(a) 55/4      (b) 117/8      (c) 173/12       (d) 225/16      (e) none of the foregoing

6) For real x and y if f(x, y) = f(x+y, 1) + f(1, x+y). Then f(x, 1-x)/f(x, -x) equals
(a) ½       (b) 1      (c) 2/3      (d) 2      (e) 3/2

7) The sum of a few (more than 2 and less than 100) consecutive integers is found
to be 253. There can be 2 values of the total number of terms. The positive difference between these 2 values will be
(a) 15      (b) 20      (c) 25      (d) 35      (e) 45

8)  If a, b, c are greater than 1, then loga/(log(ab)) + logb/(log(bc)) + logc/(log(ca)) (is)
(a) always greater than 1
(b) always less than 2
(c) always less than 1
(d) exactly 2 of the foregoing
(e) none of the foregoing

9) Let n be number of ways in which two adjacent face of a cube can be chosen. Its faces are divided into four equal squares and let m be the number of ways in which two such adjacent squares can be chosen. Then m =
(a) 4n      (b) 6n      (c) 8n      (d) 9n      (e) 12n

10) A vertical cylinder vessel contains water in it up to height of √3 unit. The cylinder is then tilted till its axis make 30 degrees with the vertical and the level of water just covers the base of the vessel. The radius of the base of the vessel is
(a) 1      (b) 3      (c) √3/2      (d) 2/√3      (e) none of the foregoing

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Solved ICICI Bank Exam Papers from Past Year

Use these solved ICICI bank exams for preparation of exams. Make use of these solved papers for preparing.

1. In june a baseball team that played 60 games had won 30% of its game played. After a phenomenal winning streak this team raised its average to 50% .
How many games must the team have won in a row to attain this average?
A. 12 B. 20 C. 24 D. 30

2. Find the smallest number in a GP whose sum is 38 and product 1728
(a) 12 (b) 20 (c) 8 (d) none of these

3. Pipe A can fill in 20 minutes and Pipe B in 30 mins and Pipe C can empty the same in 40 mins.If all of them work together, find the time taken to fill the tank
(a) 17 1/7 mins (b) 20 mins (c) 8 mins (d) none of these

4. 1/3 of girls , 1/2 of boys go to canteen .What factor and total number of classmates go to canteen?

5. A worker is paid Rs.20/- for a full days work. He works 1,1/3,2/3,1/8.3/4 days in a week. What is the total amount paid for that worker ?

6. What is the missing number in this series? 8 2 14 6 11 ? 14 6 18 12

7. ABCE is an isosceles trapezoid and ACDE is a rectangle. AB = 10 and EC = 20. What is the length of AE?

8. The average age of 10 members of a committee is the same as it was 4 years ago, because an old member has been replaced by a young member.
Find how much younger is the new member ?

9. There are two candles of equal lengths and of different thickness. The thicker one lasts of six hours. The thinner 2 hours less than the thicker one. Ramesh lights the two candles at the same time.
When he went to bed he saw the thicker one is twice the length of the thinner one. How long ago did Ramesh light the two candles

10. What is the selling price of a car? If the cost of the car is Rs.60 and a profit of 10% over selling price is earned

Answers:
1. C    2. C    3. A    4. Cannot be determined.    5. 57.50
6. 9    7. AE = 10        8. 40 years     9. 3hours    10. Rs 66/-

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ICICI Bank Exam Aptitude Questions and Placement Papers

Sample question paper and solved examples for ICICI Bank Exams. Prepare with these solved question and answers for ICICI bank exams.

Pipe A can fill in 20 minutes and Pipe B in 30 mins and Pipe C can empty the same in 40 mins.If all of them work together, find the time taken to fill the tank
A. 17 1/7 mins
B. 20 mins
C. 8 mins
D. none of these

2. Which of the following involves context switch,
A. system call
B. privileged instruction
C. floating point exception
D. all the above
E. none of the above

3. In a group of 15,7 have studied Latin, 8 have studied Greek, and 3 have not studied either.How many of these studied both Latin and Greek
A. 0
B. 3
C. 4
D. 5

4. Two trains move in the same direction at 50 kmph and 32 kmph respectively. A man in the slower train observes the 15 seconds elapse before the faster train completely passes by him. What is the length of faster train ?
A. 100m
B. 75m
C. 120m
D. 50m

5. In June a baseball team that played 60 games had won 30% of its game played. After a phenomenal winning streak this team raised its average to 50% .How many games must the team have won in a row to attain this average?
A. 12
B. 20
C. 24
D. 30

6. Can you find out what day of the week was January 12, 1979?
A. Wednesday
B. Friday
C. Monday
D. Sunday

7. Which holds true for the following statementclass c: public A, public B
A. 2 member in class A, B should not have same name
B. 2 member in class A, C should not have same name
C. both
D. none

8. If the operation,^ is defined by the equation x ^ y = 2x + y,what is the value of a in 2 ^ a = a ^ 3
A. 0
B. 1
C. -1
D. 4

9. In a group of 15,7 have studied Latin, 8 have studied Greek, and 3 have not studied either.How many of these studied both Latin and Greek
A. 0
B. 3
C. 4
D. 5

10. A cylinder is 6 cms in diameter and 6 cms in height. If spheres of the same size are made from the material obtained, what is the diameter of each sphere?
A. 5 cms
B. 2 cms
C. 3 cms
D. 4 cms


Answers:
1. A    2. A    3. B    4. B    5. C
6. B    7. A    8. B    9. B    10. C

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Simple Odd Man Out Series for Preparation of Bank Exams

Use these simple odd man out series problems to practice for bank exams. Use these questions for ICICI bank exam preparations.

1. Find the odd man out in the following series
3, 5, 7, 12, 17, 19
A.     19
B.     17
C.     5
D.     12

2. Find the odd man out
1, 4, 9, 16, 23, 25, 36
A.     9
B.     23
C.     25
D.     36

3. Find the odd man out in the following series
10, 14, 16, 18, 21, 24, 26
A.     26
B.     24
C.     21
D.     18

4. Find the odd man out in the following series
6, 9, 15, 21, 24, 28, 30
A.     28
B.     21
C.     24
D.     30

5. Find the odd man out
8, 27, 64, 100, 125, 216, 343
A.     27
B.     100
C.     125
D.     343

6.  Find the odd man out in the following series
16, 25, 36, 72, 144, 196, 225
A.     36
B.     72
C.     196
D.     225

7. Find the odd man out
835, 734, 642, 751, 853, 981, 532
A.     751
B.     853
C.     981
D.     532

8. Find the odd man out
396, 462, 572, 427, 671, 264
A.     396
B.     427
C.     671
D.     264

9. Find the odd man out in the following series
1, 4, 9, 16, 20, 36, 49
A.     1
B.     9
C.     20
D.     49

10. Find the odd man out
41, 43, 47, 53, 61, 71, 73, 81
A.     61
B.     71
C.     73
D.     81




 
Answers:
1. D    2. B    3. C    4. A    5. B
6. B    7. A    8. B    9. C    10. D

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Stock and Share related problems for ICICI Bank Exams

Use these simple stock and share related aptitude questions for preparing exams for ICICI banks. These simple problems will help you improve your knowledge for Bank exam preparations.

1. Sakshi invests a part of Rs. 12,000 in 12% stock at Rs. 120 and the remainder in 15% stock at Rs. 125. If his total dividend per annum is Rs. 1360, how much does he invest in 12% stock at Rs. 120?
A. Rs. 6000   
B. Rs. 4500
C. Rs. 5500
D. Rs. 4000

2. Find the income on 8% stock of Rs.1200 purchased at Rs.120?
A. Rs.96
B. Rs.66
C. Rs.90
D. Rs.88

3. Find the annual dividend received by Nishita from 1200 preferred shares and 3000 common shares both of par value Rs. 50 each if the dividend paid on preferred shares is 10% and semi-annual dividend of 3½ % is declared on common shares.
A. Rs. 18500
B. Rs. 16500
C. Rs. 14500
D. Rs. 19500

4. A man invested Rs. 4940 in Rs. 10 shares quoted at Rs. 9.50. If the rate of dividend be 14%, his annual income is
A. Rs.728
B. Rs.648
C. Rs.720
D. Rs.622

5. A man buys Rs. 20 shares paying 9% dividend. The man wants to have an interest of 12% on his money. What is the market value of each share?
A. Rs.12
B. Rs.18
C. Rs.15
D. Rs.21

6. 12500 shares, of par value Rs. 20 each, are purchased from Ram by Mohan at a price of Rs. 25 each. Find the amount required to purchase the shares.
A. 312500
B. 311500
C. 313500
D. 314500

7. A man invested Rs. 26000 in 5% stock at 104. He sold the stock when the price rose to Rs. 120 and invested the sale proceeds in 6% stock. By doing this his income increased by Rs. 2500. At what price did he purchase the second stock?
A. Rs. 125
B. Rs. 48
C. Rs. 24
D. None of these

8. The market value of a 10.5% stock, in which an income of Rs. 756 is derived by investing Rs. 9000, brokerage being 1⁄4 %, is:
A. Rs. 124.75
B. Rs. 108.25
C. Rs. 125.25
D. Rs. 112.20

9. The cost price of a Rs. 100 stock at 4 discount, when brokerage is 1/5% is
A. Rs. 96.25
B. Rs. 96.2
C. Rs. 97.25
D. Rs. 97.5

10. John buys 100 shares of par value Rs. 5 each, of a company, which pays an annual dividend of 12% at such a price that he gets 10% on his investment. Find the market value of a share.
A. Rs.6
B. Rs.12
C. Rs.4
D. Rs.8


Answers :
1. A    2. A    3. B    4. A    5. C
6. A    7. B    8. A    9. B    10. A

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Quantitative Aptitude questions related to Age for ICICI Bank Exams

Simple age related quantitative aptitude questions for icici bank exams. Aptitude questions for IBPS exams.

1. Sandeep's age after six years will be three-seventh of his father's age. Ten years ago the ratio of their ages was 1:5. What is Sandeep's father's age at present?
A. 30 years
B. 40 years
C. 50 years
D. 60 years

2. Father is aged three times more than his son Sunil. After 8 years, he would be two and a half times of Sunil's age. After further 8 years, how many times would he be of Sunil's age?
A. 4 times
B. 5 times
C. 2 times
D. 3 times

3. Ayisha's age is 1/6th of her father's age. Ayisha's father's age will be twice Shankar's age after 10 years. If Shankar's eight birthdays was celebrated two years before, then what is Ayisha's present age.
A. 10 years
B. 12 years
C. 8 years
D. 5 years

4. The sum of the present ages of a son and his father is 60 years. Six years ago, father's age was five times the age of the son. After 6 years, what will be son's age?
A. 23 years
B. 22 years
C. 21 years
D. 20 years

5. A is as much younger than B and he is older than C. If the sum of the ages of B and C is 50 years, what is definitely the difference between B and A's age?
A. Data inadequate
B. 3 years
C. 2 years
D. 5 years

6. The ages of two persons differ by 16 years. 6 years ago, the elder one was 3 times as old as the younger one. What are their present ages of the elder person?
A. 10
B. 20
C. 30
D. 40

7. One year ago, the ratio of Sooraj's and Vimal's age was 6:7 respectively. Four years hence, this ratio would become 7:8. How old is Vimal?
A. 32
B. 34
C. 36
D. 38

8. My brother is 3 years elder to me. My father was 28 years of age when my sister was born while my mother was 26 years of age when I was born. If my sister was 4 years of age when my brother was born, then what was the age of my father when my brother was born?
A. 35 years
B. 34 years
C. 33 years
D. 32 years

9. A is two years older than B who is twice as old as C. The total of the ages of A, B and C is 27. How old is B?
A. 10
B. 9
C. 8
D. 7

10. Six years ago, the ratio of the ages of Vimal and Saroj was 6:5. Four years hence, the ratio of their ages will be 11:10. What is Saroj's age at present?
A. 18
B. 17
C. 16
D. 15


Answers:
1. C    2. C    3. D    4. D    5. A
6. C    7. C    8. D    9. A    10. C

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