CAT Quantitative Aptitude Questions 2022 – PaGaLGuY

Does any body else feel that some Quant answers/options were wrong in the official mock? 

URGENT HELP NEEDED!!


Hello guys , a friend of mine forgot to make the payment while filing the CAT 2016 form and she realized it just now when she didnt receive her admit card! Can anyone please tell me what should be the next course of action on her behalf . Can any moderator from the IIMs here help her and whom should she contact to get her issue resolved . Expediated assistance from anyone is highly appreciated . Thanks!

The functions f(x, y) satisfy the following three conditions for every non-negative integer x, y.

(i) f (0, y) = y + 1 (ii) f (x + 1, 0) = f(x, 1) (iii) f (x + 1, y + 1) = f (x, f(x + 1, y))

Find the value of f (4, 2008)

2 tractors, 3 camels and 4 bulls can plough a piece of farm in 6 h. 3 tractors, 4 camels and 2 bulls can plough

the same piece of farm in 3 h. 4 tractors, 2 camels and 3 bulls can plough the same piece of farm in 2 h. Then

a tractor, a camel and a bull can plough the piece of land in?

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Official pagalguy group of department of financial studies- Queries related to admissions for 2017-19 will be addressed here.

X1+X2+X3+X4=20. How many solutions are there to this problem. Given ( X1,X2,X3,X4 are integers?


Five persons are to address a meeting. If a speaker is to speak before another specified speaker then find the no of ways this can be scheduled?

Four IDENTICAL dice are thrown. Find the total possible number of outcomes. A 6^4 B 6^4/6! C 9C5 D 8C3

Find the total number of terms in the expansion of ( 1+x+x^4 )

I jst downloaded my hall ticket for CAT 16 and got to know the below address of exam centre,  Does anybody know where this address is or How to go there from Mumbai...


iON Digital Zone iDZ, Wadala, Viva Highways Ltd, Survey No. 113/2, Ashoka Business Enclave, A Building, 3rd

Floor, Near Indira Nagar Jogging Track, Wadala, Nashik, Maharashtra, India - 422003

For SI and CI, these Qs can be solved by taking variables and solving lenghty equations. Any faster method? 

1) 1st year's compound interest is 400. 2nd year's compound interest is 416. What's the 3rd year's compound interest?

2) SI for 3 years is 3000 and CI for 3 years is 3640. Find rate of interest.

Please explain the solution in detail for 

http://www.cleducate.in/LSTQuestionImg/772675/540422/100.gif

Find the sum of all perfect sqaures between 20 and 2000

  • 29370
  • 29750
  • 29340
  • 28750

0 voters

 Over a period of 11 days, a vegetable vendor visited exactly 10 villages for selling vegetables. On each day he visited exactly one village, but he did not revisit any village within two days of visiting it. In how many ways could he have visited the villages in the period of 11 days? 

How do we find the smallest number having n factors?

A does half as much work as B in one sixth of the time. If together they take 10 days to complete a work,how much time shall B alone take to do it?

(Friends please do share your detailed approach)

  • 70 days
  • 50 days
  • 40 days
  • 30 days

0 voters

Pairs are formed of all elements of A = {1,2,...,26} in such a way that the sum of the numbers in each pair can be expressed as a positive index of the same prime number. For example, if n is the prime number, sum of each pair is n^n.   Find the number of ways of doing this.

There are three pipes in a tank which can work as both inlets and outlets. Their rates of filling or emptying a tank are in the ratio 1 : 2 : 3. The largest pipe can alone fill the tank in 3 hr. Initially the tank is empty. The largest pipe is used as an  outlet and other two pipes are used as inlets for the first hour. In the second hour, the smallest and the largest pipes are used as inlets and the remaining pipe is used as outlet. In the third hour, the smallest pipe is used as outlet and the other two pipes are used as inlets. The process is continued till the tank is full. The total time required to fill the tank is between (hr) : 

  • 5-6
  • 2-3
  • 3-4
  • 4-5

0 voters

Can anyone explain 37th number? please

If x+y+z=12, then what is the total number of positive integral solutions? Approach please