Numerically Greatest Term

Questions on numerically greastest term divisibility based problem

In a binomial expansion (x_y)^n gretest term means numericaly greatest term and therefore greatest term in (x-y)^n and (x+y)^n are ame. I frth therm t_r be the greatest term in the expansion of (x+y)^n whose therms are all ositive, then t_rget_(r+1) and t_rget_=(r-1)i.e. t_r/t_mge1 and t_r/t_(r-)ge1 On the basis of above information answer the following question:If rth term is the greatest term in the expansion f (2-3x0^10 then r= (A) 5 (B) 6 (C) 7 (D) none of these

If 6^(th) term in the expansion of ((3)/(2)+(x)/(3))^(n) is numerically greatest, when x=3 , then the sum of possible integral values of 'n' is

Numerically greatest coefficient in expansion of (1+2x)^10 is

Illustrations Based on Numbering Greatest Terms and Application OF Binomial Theorem

Illustrations Based on Numbering Greatest Terms || Application OF Binomial Theorem

Numerically the greatest term in the expansion of (2-3x)^(7) when x=1 is

Find numerically the greatest term in the expansion of (3 - 5x)^(n), " when " x = (1)/(5)