If S_n=sum_(r=0)^n 1/(nC_r) and t_n=sum_(r=0)^n r/(nC_r), then t_n/S_n= | 11 | BINOMIAL THEOREM...

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If S_n=sum_(r=0)^n 1/(nC_r) and t_n=sum_(r=0)^n r/(nC_r), then t_n/S_n= | 11 | BINOMIAL THEOREM...If S_n=sum_(r=0)^n 1/(nC_r) and t_n=sum_(r=0)^n r/(nC_r), then t_n/S_n= | 11 | BINOMIAL THEOREM...
If s_n=sum_(r lt s) (1/(nC_r)+1/(nC_s)) and t_n=sum_(r lt s)(r/(nC_r)+s/(nC_s)), then t_n/s_n=\n...If s_n=sum_(r lt s) (1/(nC_r)+1/(nC_s)) and t_n=sum_(r lt s)(r/(nC_r)+s/(nC_s)), then t_n/s_n=\n...
prove that sigma r=0 to n 3^n nCr=4^n || Prove that `sum_(r=0)^n^n C_r3^r=4^n`prove that sigma r=0 to n 3^n nCr=4^n || Prove that `sum_(r=0)^n^n C_r3^r=4^n`
If Sn = --- and tn =---- then tn/Sn is equal to (a)1/2 n (b) 1/2n-1  (c) n-1 (d)2n-1/2If Sn = --- and tn =---- then tn/Sn is equal to (a)1/2 n (b) 1/2n-1  (c) n-1 (d)2n-1/2
How to calculate combination ( nCr) in scientific calculatorHow to calculate combination ( nCr) in scientific calculator
Sn=summation r=0 to n 1/ncr tn=summation r=0 to n r/ncr then tn/sn=?Sn=summation r=0 to n 1/ncr tn=summation r=0 to n r/ncr then tn/sn=?
finding nCr in scientific calculatorfinding nCr in scientific calculator
If `a_n=sum_(r=0)^n1/(nC_r),` then `sum_(r=0)^n r/(nC_r)` equalsIf `a_n=sum_(r=0)^n1/(nC_r),` then `sum_(r=0)^n r/(nC_r)` equals