[Official] Quant Thread for 2015!

The ratio of perimeter of an equilateral traingle, having an altitude equal to the radius of a circle, to the perimeter of an equilateral triangle inscribed in that circle is?


*Note .. here 'i' 'i+1', 'i+2' and 'i+3 are the subscripts of 'Z'


Value of Zi, where 0 P = (i = 1 to 99) Zi Zi+1 Zi+2
Q = (i = 1 to 98) Zi Zi+1 Zi+2 Zi+3

Which of the follwing holds true


A dishonest milk vendor sells milk at his cost price but he adds 200 ml of water to every litre of milk and he gives 20% less than the quantity he claims to give. Find the profit percentage of the vendor in selling 10 litres. 

In how many ways we could choose 10 persons out of 100 persons sitting in a circle such that no two selected person were sitting adjacent to each other ?  

[Please explain] This is one of the DI question of CL mock. OA is d


http://s23.postimg.org/nk66fblu3/screenshot_757.jpg

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Factors can be negative but divisors cannot be negative ? Pls correct me if i m wrong 

If ABC is an equilateral triangle inscribed in a circle of radius r,what is the area of the largest square that can be inscribed in it?

A Bank uses encryption key generating program that uses two numbers of the current date as its source - the number denoting the month (e.g. it is Aug then number is 8) and the date (e.g. today is 15th of the month). The encryption key is the hardest to crack if the two numbers are relatively prime. Password hackers run Trojan programs to try to get the data on credit cards which are stored using this encryption program. Which month is the most vulnerable to Trojan attacks out of the given option?

(Provide answer with proper solution)

  • January
  • July
  • December
  • April

0 voters

Guys how do you analyse tests ? As in what all stuff you look at while analysing ?


The lines y = 3x and x + y = 40 and the x axis bound a triangular area. Find the total number of points on or inside this triangle with integral coordinates.

Find the area of the smallest square that can be formed with rectangles of dimension 8 X 6.

abcd is 4 digit number.'a' is even and 'b' is smallest possible odd 'c' is the greatest possible prime no and 'd' is a multiple of 3. If 'abcd +n' is divisible by 11.'n' cannot be


  • 9711
  • 6711
  • 6717
  • 9717

0 voters

In a circle whose radius s 2. Wat s d probability f having the length f d chords more than 2 ?

Is it possible. If yes approach please.

DS qn: In what ratio are 3 solutions A, B and C of milk and water  mixed to result a 1 : 1 milk and water solution ?

1. In solution A , the ratio of milk and water is 2:3 

2. In solution B , ratio of milk and water is 1 : 3 and in solution C , ratio of milk and water is 5:1 

a^2 - b^2 = 140.

No. of positive integral values of (a,b) satisfying the above equation?

Pipes A and B can fill a tank in 20 mins and 30 mins respectively. C can empty the tank in 15 mins. A is opened for a minute and closed.B is then opened for a minute and closed.C is then opened for a minute and closed.The process is repeated until the tank is full. Find the time taken to fill the tank.

My answer is coming 180 mins but the key says its 167 mins. 

Guys, Help me out here.

Got this question
http://imgur.com/D9GjcdI

From Bull Mock 14...My only concern is shudnt the maxm time period be 6 hrs (12:30-6:30)??

A work is done by 30 workers, though not all of them have the same capacity to work. Every day, exactly 2 workers do the work with no pair of workers working together twice. Even after all possible pairs have worked once, all the workers together work for two more days to finish the work. Find the number of days in which all the workers would together finish the whole work.

P.S. I don't know the answer to this question.


http://imgur.com/D8IAsmm

  • 166
  • 110
  • 220
  • 55
  • 100

0 voters