INSEAD Recommendation

Can someone post the 2010 INSEAD recommendation questions?

Thanks in advance.

Samples: recommendation letters and resume

hi there!

any chance you could post some samples of recommendation letters and MBA-application resumes, please?

Thanks so much!

I think answer's A, here's why: formula for sum of numbers in a set is: (n/2)*(first number + last number) (ie 2+3+4+5 = (4/2)*(2+5) = 14.) So, sum of this sequence would be: (10/2)*[((-1)^(1+1)*(1/(2^1))] + [((-1)^(1+10)*(1/(2^10))] =5*[(1)*(1/2)] + (-1)*(1/(2^10)) =5*[(1/2)+(-1/1024)] =5*(512/1024...

if the OA is 16 maybe you cud try this method, took me 1.50 minutes first pick two digit nos which have total =5 05,50,14,41,23,32 now: now to make them three digit keeping the sum 5 just add zero to the end till u get number below 10000 05, 50-but we already have 50 so leave it as just 05 50,500,5...

thanks guys!

I'm with Cramya on this one, should be D.

Say you have to pick pairs of letters from the three letters A,B,C. - If order matters, then AB and BA are two different pairs (ie it matters whether A occupies the first slot or the second). So we have 3p2 = 3!/(3-1!) = 6 possibilities {AB, BA, AC, CA, BC, CB} - If order doesn't matter, then AB and...