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ORKUT QUANT DATABASE (Till June 27th)
PS: If you find any mistakes please report here.
Quant:
1. To satisfy the condition x*y*z > 0 which of the following conditions should be true?
A. X>0 & y>0 & z>0
B. X>0 & y>0 & z<0
and so on…..
2. Given a cube with one side value given… and asked to find surface area?
3.
Given the diameter of bigger circle as some ‘x’. Find area of shaded region, if smaller circle radius is half the radius of bigger circle.
4.
Given a pentagon of equal sides inserted in a circle and asked to find ‘x’?
5. Given four points between positive x-coordinate and positive y-coordinate and asked to find the distance between two points?
ORKUT QUANT DATABASE (Till June 25th)
1. Given that 'x' is not equal to 0.
Col A: -2(x^2)
Col B: (x^2)/3
2. Col A: sqrt11+sqrt17
Col B: sqrt14+sqrt14
3. Some dollars are to be divided among some x people so that they are going to get atleast some dollars
Col A: number of ways to distribute the amount so that one receives some x dollars
Col B: number of ways to distribute dollars
4. Given that, if the average of first 5 members is some value 'x' and average of total 12 members is given some value 'y', then
What is the average of last 7 members?
(Question is similar to this but.. with some numerical values in place of 'x' and 'y')
5. Given two equations of a straight line and asked to find the point that lies between them?
ORKUT QUANT DATABASE (Till June 24th)
Quants:
1. Given a equation of circle x^2 + y^2 = 49 with two points A(4a, 3) and B(0, -b) on the circle
Col A: Distance between points A & B
Col B: 12
2. In a survey of 200 people, 15% don't have driving licence, 10% were charged for parking ticket one or more time and 78% neither
had licence nor were charged for parking ticket one or more time. What are the number of people who don't have licence and also
were charged for parking ticket one or more time?
3. What is remainder when 123^4 - 123^3 + 123^2 - 123 is divided by 122?
4. Given that the range of 6 consecutive positive numbers is 6.8 and of 7 consecutive numbers is 13.2. If none of these numbers in
the two groups are same, what would be the range of the 13 numbers?
5. Given a pentagon, with its five angles mentioned as x, x, x, 2x-90, 80. Find x?
6. Given two lines equations M and N as 3x^2+y-3=0 & 3x^2-y+3=0
Col A: slope of line M
Col B: slope of line N
7. Col A: (0.9/1.1)^2 + (1.1/0.9)^2
Col B: 2
8. A salesman gets 12% commission on the sales up to $ 500 and he gets 20% commission on the further sales amount on that day.
If the salesman's total commission is $380 on that day, then how much amount did he sell on that day?
9. If the Arithematic mean of a list of 65 items is 'p' and arithematic mean of a list of 92 items 'n'. When the the two lists are combined
the average mean is 84 then what is the value of p/n?
10. Given that x>y and xy<0.
Col A: x^7
Col B: x^3 * y^4
ORKUT QUANT DATABASE (Till June 20th)
Quant:
1. Col A: sqrt( 28) * sqrt(252)
Col B: 84
2. If the Arithematic mean of a list of 65 items is 'p' and arithematic mean of a list of 92
items 'n'. When the the two lists are combined
the average mean is 84 then what is the value of p/n?
3. Given that a * b > 0
Col A: a/b divided by c
Col B: a divided by b/c
4. Given two lines equations M and N as 3x^2+y-3=0 & 3x^2-y+3=0
Col A: slope of line M
Col B: slope of line N
5. Given a solution having 5% salt concentration. To the 500cc of above solution how much
amount of a 3.5% salt concentrated
solution should be added in order to get 4% salt solution.?
6. Given h > 0
Col A: h^2
Col B: 1/h^2
7. A salesman gets 12% commission on the sales up to $ 500 and he gets 20% commission on the
further sales amount on that day.
If the salesman's total commission is $380 on that day, then how much amount did he sell on
that day?
8. Given that radius of circle M is 1/3 of the radius of circle N, then
Col A: 3 times the area of circle M
Col B: area of the circle N
9. Given two cubiodal tanks M and N with sides of M as r, s and t and sides of N as u, v
and w. If the sides r and s are 10% less than
u and v, and t is 20% larger than w, then
Col A: Internal volume of tank M
Col B: Internal volume of tank N
10. A number line is given in which three pionts are given as n, n+2, -n+2 on a number
scale.
Col A: -n+2
Col B: 4
ORKUT QUANT DATABASE (Till June 19th)
Quants:
1. Given a rectangle of breadth 2m and area 26sq.m and this rectangle is divided vertically with two vertical
lines(making it into 3
boxes). If the length of first & second box is 5 and third is 'x', then what is the value of 'x'?
2. There was a survey of 500 persons. Each person was given some questions, and for each question they can answer
either "YES"
or "NO". If 410 persons from the group answered "YES" for the first question, 220 of the group answered "YES" for
the second
question and if 'n' is the least number of persons who answered "YES" to both the questions, what is the value of
'n' provided if
all the 500 persons answered both the questions?
3. Given one pentagon with angles x, x, x, 2x-90 and 80 and was asked to find x value?
4. Given three points of a triangle as (0,0), (x,0) and (4,3). If the area is given as 12, then
Col A: x
Col B: 8
5. Given x < y < 0
Col A: xy
Col B: y-x
6. If the average of 'p' numbers in a list is 62 and the average of 'q' numbers in a list is 65, and if the average
of 'p+q' is 85, then the
value of p/q is?
7. Given a circle, with another circle inscribed in it and the distance between bigger circle and smaller circle was
shaded. If the
bigger circle's radius was twice that of smaller circle.
Col A: area of bigger circle - area of smaller circle (shaded part)
Col B: area of smaller circle.
8. Given two line equations 5x - y - 3 = 0 and 5x + y + 3 = 0.
Col A: Slope of the first line
Col B: Slope of the second line.
ORKUT QUANT DATABASE (Till June 17th)
Quants:
1. Given a rectangle of breadth 2m and perimeter 32m, and this
rectangle is divided vertically with two
vertical lines(making it into 3 boxes). If the length of first &
second box is 5 and third is 'x', find the
area of the rectangle?
2. Col A: (2)^-1 + (4)^-1 + (6)^-1
Col B: 1 + (12)^-1
3. Given 'n' is a positive integer. What is the least value of n, such
that the product 12n should be a
perfect square of some integer?
4. Col A: r + s + s
Col B: r + r + s
(Question is exactly given like this without any specifications
given: hence answer is "Cannot be
determined" ).
5. If the diameter of a circle is 7r + 4. What is the radius?
6. Given that the range of 6 consecutive positive numbers is 6.8
and of 7 consecutive numbers is 13.2. If
none of these numbers in the two groups are same, what would
be the range of the 13 numbers?
(Question is similar to this.. with slight numerical changes)
7. Given that 'm' and 'h' are two positive integers. If 10^50*m+h
is divisible by 9, then
Col A: Remainder when 'm+h' is divided by 9 is
Col B: 5
8. What is the remainder when 123^4-123^3+123^2-123 is
divided by 122?
9. Given xy = 0
Col A: (x+y)^2
Col B: (x-y)^2
10. A Pentagon is given with one angle known and other angles
in terms of x and asked to determine x?
11. If -1
ORKUT QUANT DATABASE (Till June 9th)
Quant:
1. 0 < 7/m < m/7
Col A: m
Col B: 7
2. Cube root of 150 lies in the range of?
3. Given that AB is a side of triangle and CD diameter of a circle. If AB = CD, then
Col A: Perimeter of triangle
Col B: Circumferenece of circle
4. There 20 students in a class, half of the students are boys. If 7 members should be selected out...
and of which if 6 are girls find the probability that the 7th member is also a girl?
5. Given 6 balls, numbered as 1,2,3,..6. If two balls are picked from them, then what is the probablity
that their sum is 8?
6. Col A: sqrt(3) / sqrt(2)+5
Col B: sqrt(2) / sqrt(3)+5
7. A cuboid was given with some boxes having l = 9, b = 3 and h = 3. Find the total surface area of the
cuboid?
8. If the total strength of a class is 35 and ratio(girls:boys) is 3:4, what is the difference between
number of girls and boys in the class?
9. Col A: Standard deviation of 1, 2, 3, 4
Col B: half the Standard deviation of 3, 4, 6, 7.
10. Given that x is not equal to 0
Col A: x^(-x) / (lxl)
Col B: x^(-x)
11. Given a equation of circle x^2 + y^2 = 49 with two points A(4a, 3) and B(0, -b) on the circle
Col A: Distance between points A & B
Col B: 12
12. Col A: sqrt(11) + sqrt(17)
Col B: sqrt(14) + sqrt(14)
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