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 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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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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Punjab National Bank Exam Preparation Guide with Solved Answers

Prepare for Punjab National Bank exams with these solved previous exam question papers. Prepare for all bank exams with the solved quantitative exam papers.

1. There is a rectangular field of length 60 m and width 20 m. A path of uniform width and area 516 sq m surrounds the field. Find the width of path
1) 1 2) 2 3) 3 4) 4

2. If abcd = 1 then the minimum value of (1+a)(1+b) (1+c) (1+d) is __________
1) 8 2) 16 3) 4 4) None of these

Q no.3-5 are based on the following data:

A player X played an inning such that
r1=Scores of completed innings.
r2=Scores of incomplete innings.
n1= number of completed innings.
n2=number of incomplete innings.
B=r1+r2 / n1 C=r1/n1 + max { 0,r2-r1/n2}
D= r1+r2/ n1+n2

3. Which of the following holds?
1) C ³ B ³ D 2) D ³ B ³ C 3) B ³ C ³ D 4) None of these.

4. If B=100 and in next innings he scored 45 not out, then which of the following holds?
1) B>C 2) C>B 3) C>D 4) None of these

5. If total number of matches played were 20 and the score was 620,which of the following is true?
1) B=31 2) D=31 3) C>D 4) None of these.

6. What is the minimum value of value of x for which the expression x3-5x2+11x-5 gives positive values?
1) 5 2) 8 3) 4 4) None of these.

7. One boy while solving a Quadratic equation takes the constant term wrong and gets the roots (4,3). Another boy takes the coefficient of x wrong and gets the roots (2,3). What are the actual roots?
1) (6,1) 2) (-4,3) 3) (2,-3) 4) None of these.

8. If A,B,C are running a race A beats B by 12m while B beats C by 8 m. What is the length of the track ?
1) 48 2) 30 3) 50 4) None of these.

9. The difference in the money between A and B is Rs.1450.C has money twice of B and difference in the money between A and C is Rs.700.So the amount with A is?
1) 750 Rs. 2) 2200Rs. 3) 800Rs. 4) None of these.

10. P, Q and S are moving on a circular stadium of circumference 2100 m. When P completes one round, Q is still 700 m behind. When S completes one round, Q is 300 m ahead of him. How far from the starting point three of them will meet for the first time ?
1) 168 2) 2568 3) 2100 4) None of these

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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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Sample Question Papers For SBI PO, SBI Clerk Bank Exams - 2016

Prepare for bank exams with these sample question papers. SBI PO, SBI Clerk, SBI Specialist Officer Bank exam sample question papers for the year 2016. Prepare for the bank exams with these bank exam papers.

1. The street of a city are arranged like the lines of a chessboard , there are m street running north and south and n east and west. Find the no. ways in which a man can travel from N.W to the S.E corner, going by the shortest possible distance.

2. How many different arrangement can be made out of the letters in the ex-pression a^3b^2c^4 when written at full length?

3. How many 7-digit numbers exist which are divisible by 9 and whose last but one digit is 5?

4. You continue flipping a coin until the number of heads equals the number of tails. I then award you prize money equal to the number of flips you conducted .How much are you willing to pay me to play this game?

5. Consider those points in 3-space whose three coordinates are all nonnegative integers, not greater than n. Determine the number of straight lines that pass through n of these points.

6 Four figures are to be inserted into a six-page essay, in a given order. One page may contain at most two figures. How many different ways are there to assign page numbers to the figures under these restrictions?

7. How many (unordered) pairs can be formed from positive integers such that, in each pair, the two numbers are coprime and add up to 285?

8. ( 1+ x) ^ n – nx is divisible by
A. x B. x.x C. x.x.x. D. None of these

9. The root of the equation (3-x)^4 + (2-x)^4 = (5-2x)^4 are
a. ALL REAL B. all imaginary C. two real and 2 imaginary D. None of these

10. The greatest integer less than or equal to ( root(2)+1)^6 is
A. 196 B.197 C.198 D.199.

11. How many hundred-digit natural numbers can be formed such that only even digits are used and any two consecutive digits differ by 2?

12. If x1 , x2, x3 are the root of x^3-1=0 , then
A. x1+x2+x3 not equal to 0 B. x1.x2.x3 not equal to 1 C.(x1+x2+x3)^2 = 0 D. None of these

13. How many different ways are there to arrange the numbers 1,2,...,n in a single row such that every number, except the number which occurs first, is preceded by at least one of its original neighbours?

14. There are N people in one room. How big does N have to be until the probability that at least two people in the room have the same birthday is greater than 50 percent? (Same birthday means same month and day, but not necessarily same year.)

15. A 25 meter long wound cable is cut into 2 and 3 meter long pieces. How many different ways can this be done if also the order of pieces of different lengths is taken into account?

16. You are presented with a ladder. At each stage, you may choose to advance either one rung or two rungs. How many different paths are there to climb to any particular rung; i.e. how many unique ways can you climb to rung "n"? After you've solved that, generalize. At each stage, you can advance any number of rungs from 1 to K. How many ways are there to climb to rung "n"?

17. Find the no. of rational number m/n where m ,n are relatively prime positive no. satisfying m<n and mn = 25!..?

18. The master of a college and his wife has decided to throw a party and invited N guest and their spouses. On the night of the party, all guests turned up with their spouse, and they all had a great time. When the party was concluding, the master requested all his guests (including his wife, but not himself) to write down the number of persons they shook hands with, and to put the numbers in a box. When the box was opened, he was surprised to find all integers from 0 to 2N inclusive. Assuming that a person never shake hands with their own spouse and that no one lied, how many hands did the master shake?

19. A rectangle OACB with 2 axes as sides, the origin O as a vertex is drawn in which length OA is 4 time the width OB . A circle is drawn passing through the point B and C touching OA at its min-point, thus dividing the rectangle into 3 parts. Find the ratio of areas of these 3 parts. ?

20. A rod is broken into 3 parts ; the 2 break point are chosen at random.Find the probability that the 3 parts can be joined at the ends to form a triangle.?

21. The distance between town A and B is 1000 k.m. A load containing 10000 kg of jaggery is to be transferred from A to B. A camel is the only source of transport. However, the camel is unique. It can maximum carry a load of 1000 kgs. Further, for it is a voracious eater, and for every k.m. it travels, it eats a kilo of the jaggery which it is carrying. What is the maximum amount of jaggery that can be transferred from A to B ?

22. The ticket office at a train station sells tickets to 200 destinations. One day, 3800 passengers buy tickets. Then minimum no of destinations receive the same number of passengers is
A.6 B.5 C.7 D.9

23. A hexagon with sides of length 2, 7, 2, 11, 7, 11 is inscribed in a circle. Find the radius of the circle.

24.On the sides of an acute triangle ABC are constructed externally a square, a regular n-gon and a regular m-gon (m, n > 5) whose centers form an equilateral triangle. Prove that m = n = 6, and find the angles of ABC.

25. The area of triangle formed by the point (p,2-2p) , (1-p,2p) and (-4-p,6-2p) is 70 units. How many integral values of p are possible.?
A. 2 B. 3 C. 4 D. None of these

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Bank Exam Preparation Questions for IBPS Exams

Prepare for Bank Exams with these solved examples of aptitude questions from the experts. Easy techniques from the experts pass through the bank exams.

1. There are three classes X,Y and Z. Average of class X is 83. Average of Class Y is 76.
Average of class Z is 85. Average of class X and Y is 79, average of class Y and Z is 81. Find average of three Classes.
1) 81 2) 81.5 3) 82 4) 84

2. A ladder lies against a wall. The top of the ladder reaches 8 ft. above the ground.
When the ladder slips two metres away from the wall, the top of the ladder touches the foot of the wall. The length of the ladder is
1) 15 2) 17 3) 8 4) 10

3. A takes 4 days to do a work. B takes twice as long as A. C takes twice as long as B and D takes twice as long as C.
They are made in groups of two. One of the groups takes two third of the time taken by second pair. What is the combination of the first pair?
1) A,C 2) A,D 3) B,C 4) B,D

4. A student got marks in the ratio 6:7:8:9:10 in five subjects having equal maximum marks. In all, he scored 60% marks.
In how many subjects, he got more than 50% ?
1) 4 2) 5 3) 3 4) None of these

5. What is the least value of x for which expression x3 – 7x2 + 11x – 5 gives positive quantity?
1) 4 2) 5 3) 8 4) None of these

6. There are five nos. a,b,c,d,e having value of 2,5,6,10,4, not necessarily in this order. We have following clues
1) c + a = e 2) e + a = d 3) b-d = d

7. Which of the following is true ?
1) 10-5 = b-d 2) 4 + 6 = a+e 3) 4-2 = b-d 4) None of these.

8. How many 5 digit different nos. can be formed which is divisible by 4 from the digits 1,2,3,4,5,6 without repetition.
1)144 2)168 3)192 4)None of these

9. Ram is having 158 coins of one rupee. He puts it in different bags, so that he can hand over the cash of
any denomination required between Rs. 1 to Rs. 158. What is the least no. of bags required ?
1) 11 2) 13 3) 15 4) None of these

10. Train X starts from A towards B. At same time, train Y start from B towards A. Train X travels at speed of 70 kmph and
Y travels at 50 kmph. While X does not stop anywhere on the way, the train Y stops at station C in between at 60km from B for 15 minutes.
At what distance from A they would meet
1) 115km 2) 112km 3) 120km 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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Permutations Related Bank Exam Question Papers for IBPS Bank Exams

Probability, Permutation and Combination related aptitude questions for IBPS bank exam preparations. Simple probability related questions for bank exam preparations.

1. In how many different ways can the letters of the word 'PRAISE’ be arranged ?
(1) 720        (2)610      ( 3)360      (4)210      (5) None of these

2. In how many different ways can the letters of the word QUOTED  be arranged ?
(1) 720     (2)360    (3) 1440     (4) 320    (5) None of these

Directions: (3 – 5):Study the given information carefully to answer the questions that follow.
A committee of 6 teachers is to be formed out of 4 science teachers, 5 arts teachers and 3 commerce teachers. In how many different ways can the committee be formed if

3. two teachers from each stream are to be included ?
(1) 210       (2) 180     (3) 145     (4) 96     (5) None of these

4. no teacher from the commerce stream is to be included ?
(1)81      (2)62     (3) 46      (4) 84     (5) None of these

5. any teacher can be included in the committee ?
(1) 626    (2) 718      (3) 924     (4) 844     (5) None of these

Directions :(6 -8);  Study the information and answer the questions that follow.
A basket contains 3 red balls, 5 blue balls and 2 green balls.

6. If three balls are drawn at random what is the probability that none is blue?
l) 1/6     2) 1/12      3) 1/5        4) 3/10      5) None of these

7. If four balls are drawn at random what is the probability that at least one is green?
1) 2/3           2) ½             3) 1/3           4) 2/5            5) None of these

8. If two balls are drawn at random what is the probability that both are red?
1) 1/5          2) 3/10          3) 3/5           4) 1/15          5) None of these

Directions (Q. 9-11): Study the information carefully to answer the questions that follow:

A basket contains 3 blue, 2 green and 5 red balls.

9. If three balls are picked at random, what is the probability that at least one is red?
1) 1/2   2) 7/12    3) 11/12   4) 1/5   5) None of these

10. If four balls are picked at random, what is the probability that two are green and two are blue?
1) 1/18      2) 1/70       3) 3/5      4) ½      5) None of these

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Input and Output related Aptitude Question for State Bank of Hyderabad

State Bank of Hyderabad bank exam question papers. Input and output based aptitude questions for bank exam preparation. Simple previous year question papers with solved answers for exam preparation.

1. Four of the following five pairs have same relation between their elements as in the case of the pair UNDERWAY: 39412576 and hence form a group. Which one does not belong to the group ?
(A) WARDEN : 572419   (B) DERANU: 412793  (C) NEDAYU : 924763  (D) ENDWAR : 194572   (E) URADYE : 327461

2. Which of the following pairs has similar relationship as Run ; Race ?
(A) Party : Dance     (B) Study : Book       (C) Lecture : Study    (D) Enjoy : Journey      (E) None of these

3.’ Apparel' is related to 'Cloth' in the same way as 'Footwear' is related to :
(A) Cobbler        (B) Shoes        (C) Sandals           (D) Leather    (E) Material

4. Which   of   the   following   has   the same relationship as that of Money : Wealth ?
(A) Pity : Kindness    (B) Cruel : Anger   (C) Wise : Education        D) Pride : Humility     (E) None of these

5. Four of the following five are alike in a certain way and so form a group. Which is the one that does not belong to that group ?
(A) 65           (B) 17          (C)197         (D) 35             (E) 145

6. What should come next in the following letter sequence ?
    M M P M P T M P T R M P T R W M P T R W K M P
(A)P            (B)R            (C)K              (D) W             (E) None of these

7. What should come in place of the question mark (?) in the following series ?
    A3E,    D6H,    ?     J12N,
(A) F9J           (B) G9L         (C) F9K       (D) G9M       (E) None of these

8. If W means White, Y means yellow, B means Black, G means Green, R means Red, which of the following will come next in the sequence given below ?
    WW YW YB WYBG WYBGRWWY WYBWYB
(A) Red   .       (B) White      (C) Green      (D) Yellow   .     (E) None of these

9. Which pair of English letters should be the next in the series of pairs of letters of English alphabet given below ?
    BE   GK    MR   TZ   BI
(A) JR      (B) KS         (C) JS       (D) KR     (E) JQ

10. How many such pairs of letters are there in the word RESIDENTIAL , each of which has as many letters between them in the word ass in the English alphabet?
1.Nil        2.One        3.Two     4.Three       5.More than three

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Direction Related Questions for IBPS Exam Preparation

Prepare for IBPS Bank Exam with these simple direction related bank exams question papers.

1. Sohan walked 20 metres towards East. He turned to his left And walked 30 metres. He again turned towards his left and walked 20 meters. How far and in which direction is he now from his starting position ?
(A) 30 metres, South        (B) 30 metres, North    
(C) 70 metres, North     (D)50 metres, North    
(E) None of these .

2. Alok walked 30 metres towards east and took a right turn and walked 40 metres. He again took a right tarn and walked 50 metres. Towards which direction is he from his starting point ?
(A) South        '(B) West       (C) South-West     
 D) South-East   E) None of these

3. Pole H is to the East of pole R and to the North of pole D. Pole D is in which direction with respect to pole R?
1. North-East       2.South-East      3.North-West        4.South-East      5.None of  these

4. Sunil walks towards the East from point A, turns right at point B and walks the same distance as he walked towards the East. He now turns left, walks the same distance again and finally makes a left turns and stops at point C after walking the same distance . The distance between A and C is how many times as that of A and B ?
1.Cannot be determined       2.Two       3.Three     4.Four      5.none of these

5. Harihar starts walking straight facing South. After walking 30 metres he turned to his right, walked 25 metres and turned to his left. Again after walking a distance of 10 metres he turned to his left.  Which direction is he facing now?
1.West       2.East        3.North-East        4.South-West        5.None of these

6. Ram is facing South. Ramesh, walking towards him, stops him, stops, and turns to his right. He sees Uamesh standing before him facing him. Which direction Umesh is facing?
1.West         2.South       3.East       4.Data inadequate       5.None of these

7. Ashok  walked five metres towards East, took a right turn and walked 10 metres and again he took a right turn and walked 15 metres. Which direction is he facing now?
1.South       2.West       3.North      4.South-West       5.None of these

8. M is to the East of D, F is to the South of D  and K is to the East of F. M is in which direction with respect to K ?
(A) South-West       (B) North-West      (C) North-East      (D) South-East     E) None of these .

9. One afternoon, Manisha and Madhuri were talking to each other face to face In Bhopal on M-G. Road. If Manisha's shadow was exactly to the exactly to the left of Madhuri, which direction was Manisha facing ?
(A) North              (B) South       (C) Ease     
(D) Data inadequate       (E) None of these

10. Y is to the East of X, which is to the North of Z. If P is to the South of Z, then P is in which  direction with respect to Y?
(A) North       (B) South       (C) South-East        (D) North-East    (E) None of these

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Syndicate Bank Solved Question Papers for Bank Exams

Ranking based aptitude question for bank exam preparation. Prepare for Bank Exams with these solved aptitude questions for Syndicate Bank.

1. In a class of 20 students, Alisha's rank is 15th from the top. Manav is 4 ranks above Alisha. What is Manav's rank from the bottom ?

(l)10^th     (2) 11^th       (3) 9^th        (4) 12^th        (5) None of these

2. In a class of 40 children, Saurabh's rank is eighth from the top. Mamta is five ranks below Saurabh. What is Mamta's rank from the bottom?
(1) 27^th        (2) 29^th    (3) 28^th      (4) 26^th     (5) Cannot be determined

3. Four teams, Team A, B, C and D participated in a tournament. Team C scored the least. Team B scored more than Team D but not as much as Team A. Who amongst the four teams scored the third highest?
(1) Team A     (2) Team B   (3)TeamC    (4) Team D     (5) Cannot be determined

4.In a class of 20 students, Mridul’s rank is 12th from the top and Veena's rank is 17th from the bottom. If Rohan's rank is exactly between Mridul and Veenna' rank, what is Rohan's rank from the top ?

(l)9^th       (2) 8^th       (3) 10^th   (4) 7^th   (5) Cannot be determined

5. Q types faster than R but not as fast as V. T types faster than R. S types faster than V. Who amongst the five of them types the fastest ?

(1) V      (2) T     (3) S    (4) Data Inadequate    (5) None of these

    Directions (6 - 7) : Study the following information carefully and answer the given questions.

    Among M, R, L, N and J each scoring different marks in an examination, R scored more than M. N scored
less than L but more than J. J scored more than R.

6. Who amongst them scored the least-marks ?

(1)R        (2)M       (3) J      (4) N       (5)L

7. Whose score was the third highest?

(1)R       (2)M       (3) J      (4)N      (5)L

Directions (8 - 9): Among J,K, L, M and N each of a different weight, J is heavier than L but lighter than K. M is lighter than L. K is lighter than N.
8. Who among them is the heaviest?

(1)N       (2)K      (3) L     (4) M     (5) Cannot be determined

9.Who among them is the second lightest?

(1)N     (2)K       (3)L    (4)M    (5) Cannot be determined

10. Among A, B, D and F, each having different weight, A is lighter than B and B is lighter than only D. F is not as heavy as A. Who amongst them is the lightest?

(1) D      (2) F     (3) A     (4) Cannot be determined      (5) None of these

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Age, Ratio related Aptitude Questions for IBPS Bank Exams

Age related aptitude questions for preparation of bank exams. Prepare for IBPS exams with these questions papers.

1.Preethi, Revathi and Deepthi divide an amount of Rs.4200 amongst themselves in the ratio of 7 : 8 : 6 respectively. If an amount of Rs.200 is added to each of their shares, what will be the new respective ratio of their shares of amount?
1) 9 : 10 : 8        2) 8 : 7 : 9    3) 8 : 9 : 7    4) 3 : 4 : 5    5) Data inadequate

2. The ratio between the present ages of Punit and Suresh is 4 : 5 respectively. After seven years  Punit's  age will be 31 years. What was Suresh's age 4 years ago?a
(1) 24 years    (2) 28 years    (3) 34 years     (4) 30 years     (5). None of these

3. The ratio between Binoy's and Alishas present ages is 5 : 6 respectively. Three years hence the ratio between their ages will be 6 : 7 respectively. What was Alisha's age eight years ago ?
(1) 7 years       (2) 10 years     (3) 26 years      (4) 18 years     (5) None of these

4. The respective ratio between the present ages of Ram, Rohan and Raj is 3 : 4 : 5. If the average of their present ages is 28 years then what would be the sum of the ages of Ram and Rohan together after 5 years?
(1) 45 years              (2) 55 years            (3) 52 years             (4) 59 years               (5) None of these

5. The respective ratio between the present ages of son, mother, father and grandfather is 2:7:8:12. The  average age of son and mother is 27 years. What will be mother's age after 7 years?
1) 40 years     (2) 41 years     3) 48 years     (4) 49 years      5) None of these

6. Raman's present age is three times his daughter's present age and nine-thirteenth of his mother's present age. The sum of the present ages of all of them is 125 years. What is the difference between the Raman's daughter's present age and Raman's mother's present age ?
(1) 45 years      (2) 40 years      (3) 50 years       (4) Cannot be determined      (5) None of these

7. The average age of A, B and C is 26 years. If the average age of A and C is 29 years, what is the age of B in years?
1)26      2)20      3)29       4)23      5) None of these

8. The average age of a class of 65 boys was 14 years, the average age of 20 of them was 14 years, and that of another 15 was 12 years. Find the average age of the remaining boys.
l) l6 years      2) 13 years     3) l7 years     4) 15 years     5) None of these

9. One year ago the ratio of the ages of  Sanika and Gouri was 3 :4 respectively. One year hence the ratio of their ages will be 10:13 respectively. What is Sanika’s present  age?
l) 18 years        2)20 years      3) 26 years    4) Cannot be determined     5)None of these

10. Amit, Sumit and Vinit divide an amount of Rs 2,800 amongst themselves in the ratio of 5:6:3 respectively. If an amount of Rs 200 is added to each of their shares, what will be the new ratio of their shares of the amount?
1)8:9:6        2)6:7:4       3)7:8:5         4)4:5:2        5) None of these
 

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Indian Overseas Bank Exam Questions Papers

Number series related aptitude questions for preparing for bank exams. make use of these question papers for Indian Overseas Bank Exam preparation.

1. If the fractions 1/5, 2/7, 3/5, 5/6 and 11/13 are arranged in descending order of their values, which one will be the fourth?
(a) 11/13    (b) 2/7    (c) 5/6     (d) 1/5      (e) None of these

2. In an examination it is required to get 350 of the aggregate marks to pass. A student gets 32% marks and is declared failed by 70 marks. What are the maximum aggregate marks a student can get?
(a) 885     (b) 865      (c) 875     (d) cannot be determined    (e) None of these

3. The sum of the two digits of a two digit number is 14. The difference between the first digit and the second digit of the two digit number is 2. What is the product of the two digits of the two digit number?
(a) 56      (b) 48        (c) 45        (d) cannot be determined      (e) None of these

4. When 3626 is divided by the square of a number and the answer so obtained is multiplied by 32, the final answer obtained is 2368. What is the number?
(a) 7    (b) 36     (c) 49      (d) 6      (e) None of these

5. Which number should replace both the question marks (?) in the following equation?
    ?/188 = 47/?
(a) 88     (b) 124     (c) 66    (d) 94    (e) None of these

6. What is the least number to be added to be added to 4321 to make it a perfect square?
(a) 32       (b) 132       (c) 36      (d) 38    (e) None of these

7. The product of two consecutive odd numbers is 6399. What is the smaller number?
(a) 83    (b) 79    (c) 81   (d) 77     (e) None of these

8. 43% of a number is 559. What is 32% of that number?
(a) 416    (b) 429    (c) 403    (d) 384    (e) None of these

9. If (78)2 is subtracted from the square of a number, the answer so obtained is 6460. What is the number?
(a) 109      (b) 111     (c) 113      (d) 115      (e) None of these

10. If (92)2 is added to the square of a number, the answer so obtained is 10768. What is the number?
(a) 46     (b) 2304      (c) 48     (d) 2116     (e) None of these

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Latest Economics Related Questions for Bank Exams

Prepare for bank exams with these latest economics questions for the bank exams. Make use of these questions for preparing for bank exams.

1. Indravati Hydroelectric Project is the multipurpose project of which following state
a. Maharashtra State
b. Gujarat State
c. Orissa State
d. Tamil Nadu

2. What is defined as a ‘limited company’?
a. In which shareholders possess the ownership limited to their paid up capital
b. In which shares are not issued
c. A company of Government ownership
d. A Registered company

3. Who gains from inflation?
a. Saver
b. Creditor
c. Debtor
d. Pension holder

4. ‘Open market operation’ is a part of which policy
a. Income Policy
b. Fiscal Policy
c. Credit Policy
d. Labour Policy

5. CRISIL does what of the following task
a. Evaluates the credit documents of a company
b. Provides financial assistance to industries
c. Provides finances for rural areas
d. Promotes exports

6. Which among the following states is a leading industrialized state?
a. West Bengal
b. Orissa
c. Maharashtra
d. Madhya Pradesh

7. On the recommendation of Jankiraman Committee, a committee was constituted for improving transaction method of public sector bonds and mutual funds.
This committee was
a. Nadkarni committee
b. Nayak committee
c. Goiporia committee
d. Tikku committee

8. GIC includes various insurance companies. This number is
a. 2                                           b. 3
c. 4                                           d. 5

9. LIC of India was established in
a. 1897                                     b. 1950
c. 1956                                     d. 1965

10. Consumer Protection Act (COPRA) was implemented in which year
a. 1985                                     b. 1986
c. 1987                                     d. 1988


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

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Simple Interest Problems for Karur Vysya Bank Exams

Simple Interest related aptitude questions for preparing for bank questions. Prepare for bank exams for Karur Vysya Bank with these simple interest problems.

A person took some amount with some interest for 2 years, but increase the interest for 1%, he paid Rs.120/- extra, then how much amount he took?
A.) Rs.5500/-     B.) Rs.6000/-
C.) Rs.4000/-     D.) Rs.7000/-

2. A borrow took by a man, for every 5 years it will be doubled, then what is the rate of the interest?
A.) 15%     B.) 20%
C.) 22%     D.) 23%

3. Find simple interest on Rs.4000/- at 15% p.a. for 9months?
A.) Rs.350/-     B.) Rs.450/-
C.) Rs.125/-     D.) Rs.175/-

4. Find the principle, interest on Rs.900/- at 6% p.a. for 3 years?
A.) Rs.5000/-     B.) Rs.4500/-
C.) Rs.3500/-     D.) Rs.2200/-

5. If the simple interest on Rs.400 for 3 years is Rs.4000/-, what is the rate of interest percent per annum?
A.) 4 1/3%     B.) 3 1/4%
C.) 3 1/3%     D.) None of these

6.  A borrow took by a man, for every 8 years it will be 3 times, then what is the rate of the interest?
A.) 15%     B.) 20%
C.) 25%     D.) 28%

7. An employ sell a t.v for Rs.9000/- with 10% simple interest for 5 years on an installment basis. Then How much amount he paid for each installment?
A.) Rs.1200/-     B.) Rs.1500/-
C.) Rs.1400/-     D.) Rs.1350/-

8.  In how many years will sum of Rs.6000/- yield an interest of Rs.1200/- at 8% p.a?
A.) 2 1/2years     B.) 2 years
C.) 1 1/2years     D.) 3years

9. Simple interest on a certain sum 16/25 of the sum. if both the rate of interest and time are same. then what is the rate of interest?
A.) 7%     B.) 8%
C.) 16%     D.) 21%

10. A man took some money for borrowed, for 3 years the total will be Rs.4000 and 5 years it will be Rs.5000/-. Then how much amount he borrowed?
A.) Rs.500/-     B.) Rs.1500/-
C.) Rs.2500/-     D.) Rs.1000/-


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

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Co Ordinate Geometry Aptitude Questions for Bank Exams

Quantitative Aptitude questions based on co-ordinates system for bank exam preparation.
Prepare for bank exam with these question papers and solved answer papers.

1. Find the distance of the point A(4, -2) from the origin.
A.) 4√5 units     B.) 2√5 units
C.) 5√2 units     D.) 7√2 units

2. Find the distance between the points A(-4, 7) and B(2, -5).
A.) 8√5 Units     B.) 6√5 Units
C.) 6√4 Units     D.) None of these

3. The distance between the points A(5, -7) and B(2, 3) is:
A.) 109     B.) 5√7
C.) √109     D.) None of these

4. Find the area of ΔABC whose vertices are A(2, -5), B(4, 9) and (6, -1).
A.) 9 units     B.) 5 sq.units
C.) 7 sq.units     D.) 6 sq.units

5. Find the vertices of triangle are A(2, 8), B(-4, 3) and (5, -1). The area of ΔABC is:
A.) 5 1/2 sq.units     B.) 2 1/3 sq.units
C.) 2 1/2 sq.units     D.) None of these

6. Find the co-ordinates of the centroid of ΔABC whose vertices are A(7, -3), B(5, -4) and C(-3, -5)?
A.) 3, -3     B.) 3, -4
C.) 4, -3     D.) None of these

7. A point C divides the join of A(2,5) and B(3,9) in the ratio 3 : 4. The co-ordinates of C are:
A.) (15/7, 46/7)     B.) (15/7, 47/7)
C.) (15/7, 40/7)     D.) None of these

8. The vertices of a quadrilateral ABCD are A(0, 0), B(3,3), C(3, 6) and D(0, 3). Then , ABCD is a
A.) square     B.) parallelogram
C.) rectangle     D.) rhombus

9. P is a point on x-axis at a distance of 4 units from y-axis to its right. The co-ordinates of P are:
A.) (4, 0)     B.) (0, 4)
C.) (4, 4)     D.) (-4, 4)

10. Find the value of k for which the points A(-2, 5), B(3, k) and C(6, 1) are collinear.
A.) 5     B.) 4
C.) 7     D.) 1


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

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