[" If "r^(" th ")" term is middle term in "(x^(2)-(1)/(2x))^(20)" th "],[(r+3)^(" th ")" term is : "]

If r^(th) term is middle term in (x^2 - (1)/(2x))^20 then (r+ 3)^(th) term is

If r^(th) term is the middle term in the expansion of (x^(2)-(1)/(2x))^(20), then (r+3)^(th) term is

If r^(th) term is the middle term in the expansion of (x^2-1/(2x))^20 , then (r+3)^(th) term is

The middle term in the expansion (x^(2)-1/(2x))^(20) is r than (r+3)^(th) term is ………

If the rth term is the middle term in the expansion of (x^(2)-(1)/(2x))^(20) , then the (r+3)th term is:

If the k^(th) term is the middle term in (x^2 - (1)/(2x))^20 find T_k and T_(k+3)

If the k^(th) term is the middle term in (x^2 - (1)/(2x))^20 find T_k and T_(k+3)

" If the "k" th term is the middle term in the expansion of "(x^(2)-(1)/(2x))^(20)," find "T_(k)" and "T_(k+3)

Prove that : If the k^("th") term is the middle term in the expansion of (x^(2)-(1)/(2x))^(20) , find T_(k) and T_(k+3) .

Find the (r+1) th term in the expansion of ((x)/(a)-(a)/(x))^(2n)