hey can someone redirect me towards the cl unproctored mocks thread.. tried searching it.. but unable to find.. and by the way how are the unproctored ones..? planning to wrire one today..

why has CL not given a time management analysis?

After getting 16 wrong in section 2 in SimCat 8 in the afternoon, just had to take another mock today. And a very satisfying performance, specially considering the time of the day I took this one at

QA = 15,2 = 43 = 99.9 %ile

DI = 15,4 = 41 = 97.9 %ile

VA = 17,3 = 48 99.8 %ile

OA = 47,9 = 132 = 99.96 %ile

Well i dnt knw whether its the correct thread m posting into...:splat:

If anyone wanna Share CL Mocks with Me...i have TIME series only...anyone intrested can PM me....

@Naga25french

actually i didn't understand the part why

number of non negative integral solution :

C(n + r - 1 , r -1 )

@naga25french

can u explain this part of the solution?

number of non negative integral solution :

C(n + r - 1 , r -1 )

here n = 20 , r = 2

so c(22,2) = 11*21 = 231

normal combination formula

n C r = n!/ r! (n-r)!

i am jus substituting the required values over there

@naga25french

can u explain this part of the solution?

number of non negative integral solution :

C(n + r - 1 , r -1 )

here n = 20 , r = 2

so c(22,2) = 11*21 = 231

Q.1

What is the total number of ways of selecting twenty balls from an infinite number of blue, green and yellow balls?

can anyone explain, how they reached the solution.

we have to select 20 balls .. there are three kinds of balls ..

a +b + c = 20

number of non negative integral solution :

C(n + r - 1 , r -1 )

here n = 20 , r = 2

so c(22,2) = 11*21 = 231

Q.1

What is the total number of ways of selecting twenty balls from an infinite number of blue, green and yellow balls?

can anyone explain, how they reached the solution.

i m giving prockmocks in pdf format... ne idea wat percentile would an OA:- 114 fetch??

sectionals:- VA 40 (45 min in VA paid off which took its toll on a relatively easier DI)///

DI:- 38

QA:- 36

also temme d sectional percentiles .... if sum1 has got nearly same marks..

OA 99.9x

VA 99.0

DI 96.0

QA 99.x