Someone plz explain picks theorem properly.it will be very helpful for me.
To find the sum of first 'n' prime numbers. Approach/trick/formula anything??
hOW TO CALCULATE THIS FAST?
What is the maximum number of equilateral triangles with side of length 5cm , that can be cut out of a rectangular sheet of dimensions 10cm * 15cm?
Given an equation: x^2 -2px + 3p=0
For what values of p, one root will of the equation will be positive and other will be negative.
Please share the approach as well
If x = (a-1)(b-2)(c-3)(d-4)(e-5), where a b c d e are distinct natural numbers less than 6. if z is non zero integer, then no. of possible values of a,b,c,d,e are:
1) 44
2) 4^5
de-arrangement vs sadharan permutation ? 😟
10 DAYS left for my CAT and seriously i have not studied anything.
Any tips from experts to how to study in these 10days to score good enough (i mean 85+).
any suggestions????
Approach for this Q
How to do this prob
plz explain dis 1
wat is the number of ways of painting a cube with 6 different colors ???
i dont know the answer ....
14.
Let Sm denote the sum of the lengths of the medians of a triangle and let S denote the sum of the lengths of the sides of the triangle. If Sm = 48, then the inequality which best describes S is
48
56
64
36
There are two vessels P and Q, containing only milk and only water respectively. The volume of milk in P is the same as the volume of water in Q. Now one-third the contents of P are poured into Q, after which one-fourth the contents of Q are poured back into P. If this process is repeated 15 more times, what is the approximate final concentration of milk in vessel P?
33.33%
50%
66.66%
60%
Question:
If 2000! = m — 12^n and m is not divisible by 12, m and n are integers. Find the 3rd last digit of m?
Options:
1. 0
2. 1
3. 5
4. 3
Distributing 3 similar chocolates among two people --> a+b = 3 --> 4c1 = 4 ways
Distributing 3 different chocolates among two people ---> 2 x 2 x 2 = 8 ways ?
Distributing 3 different chocolates among two people. Is this similar to binomial expansion and equal to 3c0 + 3c1 + 3c2 + 3c3 = 2^3 = 8 ways?
I am a little confused about these things. Can anyone clarify and throw some light on the matter.
In an organisation, an employee retires when the sum of his/her age and the number of years he/she has worked in the organisation is 77. At present, Mahesh is 37 years old and Suresh is 41 years old. Also the sum of the number of years for which they have worked in the organisation is 20. If Suresh will retire five years after Mahesh, then for how many years would Suresh have worked in the organisation at the time Mahesh retires?
14.5 years
15 years
15.5 years
16 years
An equilateral triangle is divided into 4 equal triangles and center triangle is painted by black color. Remaining 3 triangles again divided into 4 equal triangles and center triangle is painted by black color. This process will continue until total black painted area should be minimum 65 % then how many small triangles will be unpainted.
Options:
1. 64
2. 81
3. 127
4. 120
@Akrosh007 @ankita98 @mbakipadhaiAn equilateral triangle is divided into 4 equal triangles and centre triangle is painted by black colour. Remaining 3 triangles again divided into 4 equal triangles and centre triangle is painted by black colour. This process will continue until total black painted area should be minimum 65 % then how many small triangles will be unpainted.
Options:
1.64
2.81
3.127
4.120
If a, b, c and d are four positive real numbers such that abcd = 1, then what is the minimum possible value of (1 + a)(1 + b)(1 + c)(1 + d)?
1)16
2) 4
3)1
4) None of these
There is a rectangular plot of length 2X m and breadth 2Y m. Somewhere in the plot a rectangular ditch is made of dimensions X m × Y m. The ditch is dug up to a depth of 10 m and the earth is spread out over the rest of the plot. What is the final depth of the ditch?
1)10/3
2)40/3
3)20
4)30