[Official] Quant Thread for 2015!

Puys is baar online apply karke printed application IIFT nahi bhejni right?? @pulkit_malik  @sunakshipahari  @matrix4ever 

Can anyone explain me this question with alligation..!!


A man whose bowling average is 12.4, takes 5 wickets for 26 runs and thereby decreases his average by 0.4. The no. of wickets taken by him before his last match?

Answer is 85.

The HCF of 24 distinct natural numbers is P. If the sum of the numbers is 72000, what is the maximum possible value of P?

Kindly provide the approach too.

http://i.imgur.com/dTpU321.png

Please explain. Thanks.

P and Q are two diametrically opposite points on a circular track. A and B start simultaneously from P at speeds of 20 rounds per hour and 40 rounds per hour respectively. C starts from Q at the same time, at a speed of 10 rounds per hour. If B and C move in the clockwise direction and A in the anticlockwise direction, find the time after which all three of them meet for the third time anywhere on the track?

A)5minutes

B)11 minutes

C)7minutes

D)13 minutes

Good question of Logic

Six persons P, Q, R, S, T and U play in a tournament called "High Rollers". Every game involved two players. Each of the participants played with every other participant exactly once. In the game both the players rolled an unbiased die each. The player who gets the larger number on the top surface of the die wins the game. Every game resulted in a win/loss. The player who wins, gets as many coins as the number on his die. The total number of games won by each person is distinct.

Further it is known that:
1. Q won his game against P.
2. R won the maximum number of coins, more than any one else.
3. U lost only two games, one against S and the other against R.
4. T did not lose more than three games.

How many games did Q win.

if a number has 36 factors and p is the number of prime factors of n , then what is the product of all values of p? 

options a)1  b) 4   c) 24   d )36!   e) non of these

What is the smallest number which when divided by 7,8,9 leaves a remainder of 2,4,6 respectively?

How many 4 digit numbers have the sum equal to 12?

In a triangle ABC, points P1, Q1, R1 divide the lines AB, BC and AC respectively in the ratio 3 : 2 each. In the triangle P1 Q1 R1, the points P2, Q2and R2 divide the sides P1Q1, Q1R1 and P1R1 in the ratio 3 : 2 each. A new triangle is constructed by joining the points on the sides of triangle P2Q2R2 that divide these sides in the ratio 3 : 2. This process of forming triangles continues infinitely. Find the ratio of the area of triangle P1Q1R1 to the sum of the areas of all the formed/constructed triangles (P2Q2R2, P3Q3R3...) whose areas are smaller than the area of the triangle P1Q1R1.

Can someone explain the procedure of this question

what will be the coefficient of x^11 in (1+x+x^2+x^3+x^4+x^5)^3  ?????

In 1 hour, if a man travels 1 km more than what he travels in one and a half hours, he takes 4 hours less to cover a distance of 60km. Find the increased speed of the man.

find the no. of positive,unequal, integral solutions for a+b+c+d=15?

kindly explain approach?

TThere are 3 Three pots and 4 coins.All these coins are to be distributed into these pots.where any pot can contain any number of coins.?

In how many ways all these coins can be distributed if all coins are different but pots are identical?


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0 voters

Where should I practice LRDI from? Now when just three months are left.. how can I improve my scores in LRDI section?

Puys please help. Thanx in advance.

what is the least value of x such that 60!/x will be a odd number?

can some one tell me how to access the  quant threads of past years ?

In how many ways 26 objects can be divided among 5 men (x1,x2,x3,x4,x5) such that x1>x2>x3>x4>x5?

Please share your approach.

I dont have the OA. 

in a triangle pqr, pq=12 units and pr=16 units. point S is one qr such that q-s-r and pq=ps. q is the mid point of pr. what is the distance between mid points of qs and qr?


What is the remainder if 7^25 is divisible by 4?