Bank Exam Model Questions Papers with Latest Patterns

Online model exam question papers for preparation of bank exams. Use these model exam papers for the preparation of Bank Exams. Latest IBPS PO Bank Exam question papers.

1. A person gave 20% of his income to his elder son, 30% of the remaining to the younger son and 10% of the balance he denoted to a trust. He is left with Rs. 10080. His income was:
(a) Rs. 50000
(b) Rs. 40000
(c) Rs. 30000
(d) Rs. 20000
(e) None of these

2. The value of a machine depreciates at the rate of 10% per annum. If its present is Rs.1,62,000.? What was the value of the machine 2 years ago ?
(1) 200000             (2) 20000
(3) 2000                 (4) None of these

3. In a school there are 250students, out of whom 12 percent are girls. Each girl’s monthly fee is Rs. 450 and each boy’s monthly fee is 24 percent more than that of a girl. What is the total monthly fee of girls and boys together?
(a) Rs. 1,36,620
(b) Rs. 1,36,260
(c) Rs. 1,32,660
(d) Rs. 1,32,460
(e) None of these

4. In an examination, a student had to obtain 33% of the maximum marks to pass. He got 125 marks and failed by 40 marks .the maximum marks were :
(a) 500                                    (b) 600
(c) 800                                     (d) 1000

5. The average marks in English of a class of 24 students is 56. If the Marks of three students were misread as 44, 45 and 61 in lieu of the actual marks 48, 59 and 67 respectively, then what would be the correct average?
(a) 56.5
(b) 59
(c) 57.5
(d) 58
(e) None of these

6. When any number is divided by 12, then dividend becomes 1/4th of the other number. By how much percent 1st number is greater than the 2nd ?
(1) 165                                (2) 200
(3) 300                                (4) 400
(5) None of these

7. In covering a distance of 30 km, Abhay takes 2 hours more than Sameer. If Abhay doubles his speed, then he would take 1 hour less than Sameer. Abhay's speed is?
a.5 kmph  
b.6 kmph
c.6.25 kmph
d.7.5 kmph
e.None of these

8. Two numbers are less than third number by 30% and 37% respectively. How much percent is the second number less than by the first
(1) 20%                 (2) 30 %
(3) 10%                 (4) 40%

9. A person went from P to Q, at an average speed of a km/hr, from Q to R at an average speed of b km/hr, and from R to S at an average speed of the c km/hr. If PQ = QR = RS, then the average speed of the person for traveling from P to S was
(a) (a + b + c)/ 3  
(b) 3abc/(ab + bc + ca) 
(c) 3abc/(a + b + c)  
(d) 3(ab + bc + ca)/(a + b + c)

10. A student multiplied a number by 3 instead by 5/3. What is the percentage error in the calculation?
(1) 36%                              (2) 44%
(3) 55%                              (4) 35%
(5) None of these

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Latest Railway Recruitment Board Model Question Papers

Railway RRB model exam question papers for latest exams. Prepare for the upcoming RRB Exams with these latest model question papers.

1. A train, 180m long, crossed a 120 m long platform in 20 seconds, and another train travelling at the same speed crossed an electric pole in 10 seconds. In how much time will they cross each other when they are travelling in the opposite direction.?
(a) 11 sec   
(b) 13 sec  
(c) 12 sec   
(d) 14 sec

2. A shopkeeper sells some articles at the profit of 25% on the original price. What is the exact amount of profit? To find the answer, which of the following information given in Statements I and II is/are Sufficent?
I. Sale price of the article
II. Number of articles sold
A)Only I is sufficient.
B)Only II is sufficient.
C)Both I & II are sufficient.
D)Either I or II are sufficient.
E)Both I & II are not sufficient.

3. When 15% is lost in grinding wheat, a country can export 30 lakh tons of wheat. On the other hand, if 10% is lost in grinding, it cdan export 40 lakh tons of wheat. The production of wheat in the country is:
(1) 40 lakh tons                   (2) 400 lakh tons
(3) 200 lakh tons                  (4) 900 lakh tons
(5) None of these

4. Two numbers are less than third number by 30% and 37% respectively. How much percent is the second number less than by the first
(a) 20%                                    (b) 30 %
(c) 10%                                    (d) 40%

5. In a class, there are 20 boys whose average age is decreased by 2 months, when one boy aged 18 years is replaced by a new boy.Find the age of new boy.
(a)19 years
(b)14 years 6 month
(c)15 years
(d)14 years 8 month
(e)12 years

6. The price of rice decreases by 6.25% and because of this reduction, Vandana is able to buy 1 kg more for Rs. 120. Find the reduced rate of rice.
(a) Rs.7.50 per kg
(b) Rs.9 per kg
(c) Rs.5.50 per kg
(d) Rs.19 per kg
(e) None of the above

7. Two numbers are respectively 40% and 60% more than third number. Find the ration of two numbers ?
A. 8: 7
B. 7: 9
C. 9: 11
D. 8: 13
E. None of these

8. 13% of a number exceeds 5% of the same by 16. The number is :
(a) 500                                      (b) 450
(c) 300                                      (d) 200

9. In a class of 40 students and 5 teachers, each student got sweets that are 15% of the total number of students and each teacher got sweets that are 20% of the total number of students. How many sweets were there?
(a) 280
(b) 240
(c) 320
(d) 360
(e) None of the above

10. Busses start from a bus terminal with a speed of 20 km/hr at intervals of 10 minutes. What is the speed of a man coming from the opposite direction towards the bus terminal if he meets the buses at intervals of 8 minutes?
a.3 km/hr
b.4 km/hr
c.5 km/hr
d.7 km/hr
e.None of these

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SBI Clerk Model Question Paper with Answers

Prepare for the SBI Clerk Bank Exam with these model question papers online. Online Test for SBI Clerk exams with these previous year question papers.

1. Rs 1210 were divided among three person P, Q, R so that P : Q = 5 : 4 and Q : R = 9 : 10. Then R gets the amount.
A. 450
B. 400
C. 500
D. 375
E. None of these

2. In an exam, the average was found to be 50 marks. After deducting computational errors the marks of the 100 candidates had to be changed from 90 to 60 each and average came down  to 45 marks. Total No of candidates who took the exam were.
(a)300
(b)600
(c)200
(d)150
(e)none of these

3. Walking at 7/8th  of his usual speed, a man reached his destination 16 minutes later than the time he usually takes to reach his destination. Find the usual time taken by him  to reach his destination.
(a) 1 hour, 44 minutes 
(b) 1 hour, 52 minutes
(c) 1 hour, 36 minutes
(d) 1 hour, 40 minutes

4. A trader allows a Discount of 5% for cash payment. How much approx % above cost price must he mark his goods to make a profit of 10%?
A) 8.9%
B) 10%
C) 12.75%
D) 15.8%
E) None of these

5. In an examination out of 480 students, 85% of the girls and 70% of the boys passed. How many boys appeared in the examination, if total pass percentage was 75%?
(a) 370
(b) 340
(c) 320
(d) 360
(e) None of these

6. There were 35 students in a hostel.If the number of students increased by 7, the expenses of the mess increases by Rs. 42 per day,while the average expenditure per head diminishes by Rs.1.Find the original expenditure of the mess.
(a)420
(b)400
(c)480
(d)460
(e)none of these

7. A batsman scored 110 runs which included 3 boundaries and 8 sixes. What percent of his total score did he make by running between the wickets?
A) 45(6/11) %
B) 45(7/11) %
C) 45(5/11) %
D) 46(5/11) %
E) None of these.

8. If 2P = 3Q = 4R, Then P : Q : R = ?
A. 2: 3: 5
B. 2: 3: 4
C. 3: 5: 6
D. 1: 2: 3
E. None of these

9. A housewife saved Rs. 2.50 in buying an item on sale. If she spent Rs. 25 for the item, approximately how much percent she saved in the transaction ?
A) 6 %
B) 7 %
C) 10 %
D) 9(1/11) %
E) None of these.

10. The distance between two cities A and B is 330km. A train starts from A at 8 (a)m. and travels towards B at 60 km/hr. Another train starts from B at 9 (a)m. and travels towards A at 75 km/hr. At what time do they meet?
a.10 am.
b.10 : 30 am.
c.11 am. 
d.11 : 30 am.
e.None of these

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IBPS Clerk Pre Model Paper with Answers

IBPS Clerk Pre exam model question papers with answers are available for practice. Make use of these model question paper sets for preparation of bank exams.

1. A bag contains 2 yellow, 3 green and 2 blue balls. Two balls are drawn at random. What is the probability that none of the balls drawn is blue?
A)  5/7
B) 1/21
C) 10/21
D) 2/9
E) None of these

2. The average salary of the entire staff in a office is Rs 120 per month.The average salary of officers is Rs 460 and of non officers is Rs 110. If the number of officers is 15,then find the No of non-officers in the office.
(a)480
(b)500
(c)600
(d)430
(e)510

3. Rs 1210 were divided among three person P, Q, R so that P : Q = 5 : 4 and Q : R = 9 : 10. Then R gets the amount.
A. 450
B. 400
C. 500
D. 375
E. None of these

4. Manoj received Rs. 6000 as his share out of the total profit of Rs. 9000 which he and Ramesh earned at the end of one year. If Manoj invested Rs.120000 for 6 months, whereas Ramesh invested his amount for the whole year, what was the amount invested by Ramesh?
A.Rs. 20000
B.Rs. 30000
C.Rs. 40000
D.Rs. 50000

5. The average salary of the entire staff in a office is Rs 120 per month.The average salary of officers is Rs 460 and of non officers is Rs 110. If the number of officers is 15,then find the No of non-officers in the office.
(a)480
(b)500
(c)600
(d)430
(e)510

6. Rs.700 is divided among A,B and C so that A receives half as much as B and B half as much as C. Then C's share is :
A. Rs.200
B. Rs.300
C. Rs.400
D. Rs.600
E. None Of These

7. Anil, Mukesh and Ritesh started a business by investing Rs. 125000 Rs. 150000 and Rs.175000 respectively. Find the share of Mukesh, out of an annual profit of Rs. 93,600..
A. Rs. 36400
B. Rs. 31200
C. Rs. 32500
D. Rs. 33200
E. None Of These

8. 30% of the men are more than 25 years old and 80% of the men are less than or equal to  50 years old. 20% of all men play football. If 20% of the men above the age of 50 play football, what percentage of the football players are less than or equal to 50 years?
A) 60 %
B) 50%
C) 80 %
D) 85 %
E) None of these

9. Two dice are thrown simultaneously. What is the probability of getting two numbers whose product is even?
A) 3/16
B) 1/8
C) 3/4
D) 1/2
E) None of these

10. A trader allows a Discount of 5% for cash payment. How much approx % above cost price must he mark his goods to make a profit of 10%?
A) 8.9%
B) 10%
C) 12.75%
D) 15.8%
E) None of these

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IBPS Bank Exam Question papers for Clerk, PO and Specialist Officers

IBPS Specialist Officer bank exam question papers for download. IBPS PO question papers with answers for the online preparation with solved answers. RRB question papers for preparation of railway board exams.

1. A fruit seller had some oranges. He sells 40% oranges and still has 420 oranges. How many oranges he had originally?
A) 690
B) 700
C) 720
D) 745
E) None of these.

2. Two dice are thrown simultaneously. What is the probability of getting two numbers whose product is even?
A) 3/16
B) 1/8
C) 3/4
D) 1/2
E) None of these

3. Three coins are tossed. What is the probability of getting at most two tails?
A)  1/8
B) 5/8
C) 3/8
D) 7/8
E) None of these

4. Two dice are thrown simultaneously. Find the probability of getting a multiple of 2 on one dice and multiple of 3 on the other dice.
A)  1/9
B) 11/36
C) 13/36
D) Data inadequate
E) None of these

5. 11, 14, 19, 22, 27, 30, ?
A.  39
B.  34
C.  36
D.  35
E.  None of these

6. Three taps A,B and C together can fill an empty tank in 4 hours, After 1hour , C is closed and the tank is filled in 6 more hours. Find the time in which C alone can fill the empty tank?
A) 18 hour
B) 10 hour
C) 12 hour
D) 15 hour
E) None of these.

7. A sum fetched a total simple interest of Rs. 4016.25 at the rate of 9 % p.a. in 5 years. What is the sum?
A) Rs.  8045 
B) Rs.  8925 
C) Rs. 8900 
D) Rs. 8032.45
E) none of these

8. ?, 2116, 2209, 2304, 2401, 2500
A.  2124
B.  1972
C.  1521
D.  2025
E.  None of these

9.  Pipe A can fill the tank in half the time in which Pipe B can fill the same tank. If both the pipes are open simultaneously .it takes 8 hour to fill the tank .In how many hours can A alone fill the tank?
A) 12 hour
B) 10 hour
C) 8 hour
D) 15 hour
E) None of these

10. How much time will it take for an amount of Rs. 450 to yield Rs. 81 as interest at 4.5% per annum of simple interest?
A)3 year
B)4 year
C)5 year
D)6 year

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Latest Model Questions Papers for Bank Exams

Prepare for Bank exams with these simple model question papers. Make use of the latest model question papers for preparation of bank exams.

1. The average monthly income of P and Q is Rs. 5050. The average monthly income of Q and R is Rs. 6250 and the average monthly income of P and R is Rs. 5200. The monthly income of P is:
A.3500
B.4000
C.4050
D.5000

2. (17)^3.5 x (17)^? = 17^8
A.2.29
B.2.75
C.4.25
D.4.5

3. A sum fetched a total simple interest of Rs. 4016.25 at the rate of 9 p.c.p.a. in 5 years. What is the sum?
A.Rs. 4462.50
B.Rs. 8032.50
C.Rs. 8900
D.Rs. 8925
E.None of these

4. The angle between the minute hand and the hour hand of a clock when the time is 8.30, is:
A.80º
B.75º
C.60º
D.105º

5. A is two years older than B who is twice as old as C. If the total of the ages of A, B and C be 27, the how old is B?
A.7
B.8
C.9
D.10
E.11

6. Find out the wrong number in the given sequence of numbers.
8, 13, 21, 32, 47, 63, 83
A.47
B.63
C.32
D.83

7. The sum of two number is 25 and their difference is 13. Find their product.
A.104
B.114
C.315
D.325

8.  The difference between the length and breadth of a rectangle is 23 m. If its perimeter is 206 m, then its area is:
A.1520 m2
B.2420 m2
C.2480 m2
D.2520 m2

9. In how many ways can a group of 5 men and 2 women be made out of a total of 7 men and 3 women?
A.63
B.90
C.126
D.45
E.135

10. The greatest number which on dividing 1657 and 2037 leaves remainders 6 and 5 respectively, is:
A.123
B.127
C.235
D.305

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IBPS Latest Question Papers for Bank Exam Preparation

Latest question paper for the preparation of IBPS bank exams. Prepare for IBPS Bank Exams with the latest question papers.

1. All positive consecutive integers starting from 1 were written on the blackboard. One of the students entered the class and erased one of the numbers. Now the average of the remaining numbers is 35 7/17.The erased number is _______.
1)17 2)8 3)9 4)None of these

2. In a four digit number, the sum of digits in the first and fourth place is twice the sum of the digits in the third and fourth place. The difference in the first and third digit is equal to the second digit. What is the digit in the third place?
1) 5 2) 4 3) 3 4) 1

3. A person had to multiply two numbers. Instead of multiplying by 35, the person multiplied by 53, and the product went up by 540.What was the raised product?
1) 780 2) 1040 3) 1590 4) None of these

4. Euclid had a triangle in his mind .The longest side is 20 and the other side is 10.Area of the triangle is 80.The third side is__
1) root 260 2) root 240 3) root 250 4)root 210

5. 09/12/2001 is Sunday. What was the day on 09/12/9071?
1) Thursday 2) Wednesday 3) Saturday 4) Sunday

6. In a fibonacci series, difference between squares of 6th and 7th terms was 517. What is the 8th term.
1) 32 2) 65 3) 83 4) None of these

7. There is a circular field having four doors in North, East, West and South. A person walks 3 meters from the North door. Another person comes out of the South door and walks 9 meter towards East so that he is just able to see the first man. What is the diameter of the field.
1) 12 2) 15 3) 9 4) None of these.

8. Ram has 128 boxes with him. He has to put atleast 120 oranges in one box and 144 at the most. Find the least number of boxes which will have the same number of oranges.
1) 5 2) 6 3) 103 4) Can’t determine.

9. There are two persons A and B who joined an organization on 1st Jan 1970. A joined at Rs. 300 and annual increment of Rs.30. B gets salary of Rs. 200 and hike of Rs. 50 per six month. Find the total amount distributed at the end of 31st December 1979.
1) 91200 2) 92800 3) 97200 4) None of these

10. If X and Y are positive integers and X + Y = 1, what is the least value of (X + 1/X)2 + (Y+1/Y)2?
1) 24 2) 12.5 3) 20 4) None of these

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Easy Guide for IBPS Bank Exam Preparations

Solved question papers for IBPS bank Exam preparation. Make use of these solved question papers for bank exam preparations.

1. Two walls are placed at an angle 80˚ to each other. A ball moving on the ground in a direction gets deflected successively by two walls. The angle between the initial and final direction along which the ball moves is
(A) 10˚          (B) 20˚          (C) 40˚          (D) 50˚          (E) 100˚

2. A book contains 30 stories. Each story has a different number of pages under 31. The first story starts on page 1 and each story starts on a new page. What is the largest possible number of stories that can begin on odd page numbers?
(A) 29          (B) 15          (C) 19          (D) 20          (E) 23

3. Given a system of six linear equations in six variables. Which of the following statements MUST BE FALSE?
(A)    The system of equations has an odd number of solutions.
(B) The system of equations has no solution.
(C) The system of equations has an infinite number of solutions.
(D) The system of equations has exactly six solutions.
(E) ATLEAST 2 of the foregoing

4. ABCD is a rhombus with O as its centre. P, Q, and R are three ants travelling from A to C along the paths AOC, ADC and ABOC respectively. All the three ants leave A at the same time and reach C simultaneously. the ratio of the speeds of P and R are 2:3. If all the three ants travelled along the path ADOC, what will be the ratio of their travelling times of P, Q and R?
(A) 15:12:10              (B) 6:3:4              (C) 24:15:16              (D) 6:5:4                        (E) none of the foregoing

5. In a class of 100 students 70 passed in physics, 62 passed in mathematics, 84 passed in english and 82 passed in chemistry. 37 students passed in all 4 subjects. How many maximum students could have failed all four subjects?
(A) 12        (B) 15        (C) 10        (D) 17        (E) none of the foregoing

6. C and D are points on the circle diameter AB such that <AQB = 2 <COD. The tangents at C and D meet at P. The circle has radius 1. The distance of P from its center is
(A) √2/3          (B) 2/√3          (C) 3/√2          (D) 1          (E) √3/2

7. A cone of height 2 m and radius 1 m is placed inside a bigger cone of radius 2 m such that their axis are common and vertex of the smaller cone is at the centre of the base of the bigger cone. The height of the bigger cone is
(A) 3 m          (B) 4 m          (C) 5 m          (D) 6 m        (E) none of the foregoing

8. A list of five positive integers has mean 12 and range 18. The mode and median are both 8. How many different values are possible for the second largest element of the list?
(A) 4          (B) 6          (C) 8          (D) 10          (E) 12

9. In the triangle ABC, the length of the altitude from A is not less than BC, and the length of the altitude from B is not less than AC. Which among the following is never true?
(A) ABC is right-angled         (B) ABC is not scalene          (C) ABC is isosceles         (D) ABC is not obtuse-angled           (E) none of the foregoing

10. If p, q are real numbers such that p2 + pq + q2 = 1, then the greatest value of the expression (p3q+ q3p) is
(A) 1/4          (B) 2          (D) 2/5          (D) 1/3          (E) 2/9

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Bank Exam Preparation with Latest Question Papers

Simple aptitude questions for bank exam preparation. Prepare for IBPS bank exams with these simple aptitude questions. Use these Solved question papers for bank exam preparations.

1) The workers in a factory produce widgets and whoosits. For each product, production time is constant and identical for all workers, but not necessarily equal for the two products. In one hour, 100 workers can produce 300 widgets and 200 whoosits. In two hours, 60 workers can produce 240 widgets and 300 whoosits. In three hours, 50 workers can produce 150 widgets and m whoosits. Then m equals
a) 150
(b) 250
(c) 350
(d) 450
(e) none of the foregoing  

2) Given the nine-sided regular polygon  , how many distinct equilateral triangles in the plane of the polygon have at least two vertices in the set  ?
(a) 30      (b) 33      (c) 36      (d) 66      (e) 72

3) The volumes of sales of a product depends upon the discount x% given on its sales as (100+3x)*V/400, where V is the total volume of the product for sale. The maximum profit that can be realized on the sale of the product correspond to the which value of x?
(a) 20%      (b) 25%      (c) 33.33%      (d) 40%      (e) 50%   

4) Let the system of equations iy – 1 = a(x-i) for i = 1, 2, 3 have a unique solution. Then xy equals
(a) 3      (b) 1      (c) a      (d) 1/a      (e) 1/3

5) A large cube is formed by stacking 27 unit cubes. A plane is perpendicular to one of the internal diagonals of the large cube and bisects that diagonal. The number of unit cubes that the plane intersects is
(a) 21      (b) 19      (c) 18      (d) 16      (e) 15

6) Let  be an acute angled triangle and  be the altitude through  . If  and  , what is the distance between the midpoints of  and  ?
(a) 4.5      (b) 3      (c) 5      (d) 7.5      (d) 4

7) There are 2 kinds of milk powder with different fat and protein contents. When these 2 kinds of milk powder are mixed in various proportion, the protein and fat concentration of the mixtures was found to be (5%, 8%), (6%, 6%) and (8%, x%) respectively. Then x =
(a) 2      (b) 3.5      (c) 4      (d) 4.5      (e) 5

8) Two points A(x1,y1) and B(x2,y2) are chosen on the graph of f(x) = ln(x), with 0 < x1 < x2. The points C and D trisect AB, with AC < CB. Through C a horizontal line is drawn to cut the curve at E(x3,y3). If x1 = 1 and x2 = 1000, then x3 is
(a) 1/100      (b) 1/10      (c) 10      (d) 100      (e) none of the foregoing

9) The director of a marching band wishes to place the members into a formation that includes all of them and has no unfilled positions. If they are arranged in a square formation, there are 5 members left over. The director realizes that if he arranges the group in a formation with 7 more rows than columns, there are no members left over.  The maximum number of members this band can have
(a) is more than 500
(b) is less than 100
(c) is more than 100 but less than 200
(d) is more than 300 but less than 400
(e) is more than 200 but less than 300

10) A semicircle with radius R is contained in a square whose sides have length 1 unit. The maximum value of R is
(a) √2 – 1      (b) (√2 + 1)/4      (c) √3 - √2      (d) (√6 + 2)/8      (e) (√6 - √2)/2

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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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State Bank of Travancore Bank Exam Latest Question Papers

Simple aptitude questions for preparation of State Bank of  Travancore. These simple questions will help in preparing for state bank exams. PO clerk exam question papers.

1) A ship leaves on a long voyage. When it is 18 miles from the shore, a seaplane, whose speed is 10 times that of the ship is sent to deliver mail.
How far from the shore does the seaplane catch upo with the ship?
a) 24 miles
b) 25 miles
c) 22miles
d) 20 miles

2) Anand finishes a work in 7 days, Bittu finishes the same job in 8 days and Chandu in 6 days. They take turns to finish the work.
Anand on the first day, Bittu on the second and Chandu on the third day and then Anand again and so on. On which day will the work get over?
a) 3rd
b) 6th
c) 9th
d) 7th

3) 3 men finish painting a wall in 8 days. Four boys do the same job in 7 days. In how many days will 2 men and 2 boys working
together paint two such walls of the same size?
a) 6 6/13 days
b) 3 3/13 days
c) 9 2/5 days
d) 12 12/13 days

4) There are 5 distinct pairs of white socks and 5 pairs of black socks in a cupboard.
In the dark, how many socks do I have to pull out to ensure that I have at least 1 correct pair of white socks?
a) 3
b) 11
c) 12
d) 16

5) In a circular race track of length 100 m, three persons A, B and C start together.
A and B start in the same direction at speeds of 10 m/s and 8 m/s respectively. While C runs in the opposite at 15 m/s.
When will all the three meet for the first time on the after the start?
a) After 4 s
b) After 50 s
c) After 100 s
d) After 200 s

6) If the distance traveled (s) in time (t) by a partile is given by the formula s = 1+ 2t+3t2+4t3 ,
then what is the distance travelled in the 4th second of its motion?
a) 141m
b) 171m
c) 243m
d) 313m

7) There is a circular pizza with negligible thickness that is cut into 'x' pieces by 4 straight line cuts.
What is the maximum and minimum value of 'x' respectively?
a) 12,6
b) 11,6
c) 12,5
d) 11,5

8) When ¾ of a unit's digit is added to the ten's digit of a two number, the sum of the digits becomes 10.
If ¼ of the ten's digit added to the unit's digit, then the sum of the digits is 1 less than the previous. Find the number.
a) 94
b) 84
c) 48
d) 88

9) LCM of x and y is 36 and HCF of x and y is 4. If x = 4 then which of the following is definitely not true?
a) Y is divisible by 3
b) Y is divisible by 6
c) Y is divisible by 9
d) X+Y is divisible by

10) Amal bought 5 pens, 7 pencils and 4 erasers. Rajan bought 6 pens, 8 erasers and 14 pencils for an amount which was
half more than what Amal had paid. What % of the total amount paid by Amal was paid for pens?
a) 37.5%
b) 62.5%
c) 50%
d) None of these

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