Ratio of the `5^(th)` term from the beginning to the `5^(th)` term from the end in the binomial expansion of `(2^(1//3)+(1)/(2(3)^(1//3)))^(10)` is

The ratio of the 5th term from the beginning to the 5th term from the end in the binominal expanison of (2^((1)/(3)) + (1)/(2(3)^((1)/(3))))^10 is

A ratio of the 5^(th) term from the beginning and from the end in the binomial expansion of (""^(2^(1//3))+1/(2(3)^(1//3)))^10 is :

If the ratio of the 6^(th) term from the beginning to the 6^(th) term from the end in the expansion of (root(3)(2)+(1)/(root(3)(3)))^(x) is (1)/(6) then x=

If the 6th term from the beginning is equal to the 6th term from the end in the expansion of (2^(1//5)+1/(3^(1//5)))^(n) , then n is equal to:

Let x be the 7^(th) term from the beginning and y be the 7^(th) term from the end in the expansion of (3^(1//3)+(1)/(4^(1//3)))^(n . If y=12x then the value of n is :

Let x be the 7^(th) term from the beginning and y be the 7^(th) term from the end in the expansion of (3^(1//3)+(1)/(4^(1//3)))^(n . If y=12x then the value of n is :

Find the 4th term from the beginning and 4^(th) term from the end in the expansion of (x+2/x)^9

(p + 2)th term from the end in the binomial expansion of (x^(2)-2/(x^(2)))^(2n+1) is

Find the 4 th term from the beginning and 4^(th) term from the end in the expansion of (x+(2)/(x))^(9)

Find the 5 th term from the end in the expansion of (x^3/2-2/x^2)^9