How does one calculate the number of rectangles in a n*n chessboard ? Any standard approach?
How to schedule a test for NMAT 2014 ? I filled up and paid 2400 and got an admit card..but there was no option to fix a date for test ?
This is not the place to ask but it urgent ?
max value of (21sinx+72cosx)
21
57
63
75
IF f(X)= 4^x/(4^x+2) then find the value of f(1/1999)+f(2/1999)+......f(1998/1999)
Find the last two digits of 87x95x101x21x19x63x57
In ΔABC, the internal bisector of ∠A meets BC at D. If AB = 4, AC = 3 and ∠A = 60° , then the
length of AD is
Does any 1 have totagopinath quant material in pdf format..? Plz upload...
how to compare which is greater , a^b or c^d, where a,b,c,d are natural no.??plz help.
How to solve this question?
Concentric circles are drawn with radii 1,2,3.....,100. The interior of the smallest circle is colored black and annular regions are colored alternatively red and black, so that no two adjacent regions are the same colors. The total area of the red regions divided by the area of the largest circle is...
- 1/2
- 50/101
- 101/200
- 51/100
0 voters
how to calculate number of 5*5 squares in 8*8 chessboard .
p=abc ( a 3 digit natural no) , q=uv ( a2 digit natural no such that u and vmust be distinct integers ) . How manypairs of p and q are there in totalwhich gives the same result whenabc*uv ==cba*vu ???
ABCD have a total of 80rs. If A's share is inc. by rs. 3.,B's share inc. By one third of his share, C's share dec. By 20% and D's share dec. By rs.4, all of them would have equal amounts of money.D's original share is:
- 20
- 23.75
- 23.50
- 24.75
- 24
0 voters
There are 2 positive numbers P = 10! and Q = 20!. What is the number of factors of Q which are multiples of P?
A. 5280
B. 10!
C. 1394
D. (15!)/(7!)
The palindrome pqrqp is divisible by 45. How many such numbers are there if p, q, and r are all distinct digits?
dont have the answer
Hi,
Need a valuable suggestion. Well, i have to prepare for my quant section. I have never taken cat before and will be taking this year for the first time. I have all the study materials of Career Launcher. So just wanted to know what would be the best and sufficed way to prepare for quant, whether by solving the whole study material or i will have to practise from Arun Sharma as well? Is it not sufficient if i solve questions only (and every question) from study material only.
Kindly help me Puys.
Thanks in advance. Cheers 😃
How many positive integers n less than 1000, have the property that the number of positive integers less than n, which are coprime to n, is exactly n/3?
which of the following is a perfect square...1625,8125,3681,1681,7981,4936,6436,6425,6400
Find the remainder when (17) (9!) + 18! is divided by (9!) 8704.
(1) 1
(2) 10!
(3) 8!
(4) 17(10!)
(5) 17(9!)
also post the solution with explanation...