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If n(>=3) is a +ve integer,then value of the expression (n-3)Cr+3*(n-3)C(r-1) +3*(n-3)C(r-2)+(n-3)C(r-3) is (a)(n-2)Cr (b) (n-1)Cr (c)nCr (d)(n+1)Cr If n(>=3) is a +ve integer,then value of the expression (n-3)Cr+3*(n-3)C(r-1) +3*(n-3)C(r-2)+(n-3)C(r-3) is (a)(n-2)Cr (b) (n-1)Cr (c)nCr (d)(n+1)Cr
Dear Vaibhav, dis problem is very straight forward , here u just hav to use nCr + nC(r-1) = (n+1)Cr now just expand the terms and apply the above formula and combine two terms to get a single term ,the result wud be (n-2)Cr + (n-2)C(r-2) + (n-2)C(r-1)+ (n-2)C(r-1) again apply d same formula and u will get (n-1)Cr + (n-1)C(r-1) and finally nCr hence ans = (c)
Dear Vaibhav,
dis problem is very straight forward , here u just hav to use nCr + nC(r-1) = (n+1)Cr
now just expand the terms and apply the above formula and combine two terms to get a single term ,the result wud be
(n-2)Cr + (n-2)C(r-2) + (n-2)C(r-1)+ (n-2)C(r-1)
again apply d same formula and u will get
(n-1)Cr + (n-1)C(r-1)
and finally
nCr hence ans = (c)
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