one more binomial doubt...

\sum_{s=0}^{n}{(1)} = ( n + 1 )

how is it coming....

or shud we just remember it

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2 Answers

29
govind ·

arey yaar it's summation 1+1+1+1+1...(n+1) times so it is equal to n+1 coz s=0 from 0 to n ..if s =1 to n then the summation wud be n..

11
SANDIPAN CHAKRABORTY ·

due to a problem of my mouse or my browser two threads are being posted for a single topic.....
so i am posting another doubt from binomial....so that the thread does not go into waste...[2][2]

The Value of

\sum_{r=0}^{n} \sum_{s=1}^{n} nCs sCr is
r ≤ s

a)3n - 1 b)3n + 1 c)3n d)N.O.T

answer is a

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