If the fourth term of `(sqrt(x^(1/(1+(log)_(10)x))+root(12)x))^6` is equal to 200 and `x >1,` then `x` is equal to (A)`10sqrt(2)` (B) `10` (C) `10^4` (D) `100`

If the fourth term in the expansion of (sqrt(x^(1//(logx+1)))+x^(1//12))^6 is equal to 200 and x gt 1 then x=

If fourth term in the expansion of : {sqrt(x^(1/(logx+1)))+x^(1/12)}^6 is equal to 200 and x > 1, find x.

If the fourth term in the expansion of {sqrt((1)/(sin x+1))+(1)/(x^(12))} is equal to 200 and x>1, then find x.

If the fourth term in the expansion of {sqrt(1/(""_"x^log(x+1)"}'+1/(x^12)}^6 is equal to 200 and x >1, then find x

If the 4^(th) term of {sqrt(x^((1)/(1+log_(10)x)))+root(12)(x)}^(6) is equal to 200 , x gt 1 and the logarithm is common logarithm, then x is not divisible by

If the 4^(th) term of {sqrt(x^((1)/(1+log_(10)x)))+root(12)(x)}^(6) is equal to 200 , x gt 1 and the logarithm is common logarithm, then x is not divisible by

If the 4^(th) term of {sqrt(x^((1)/(1+log_(10)x)))+root(12)(x)}^(6) is equal to 200 , x gt 1 and the logarithm is common logarithm, then x is not divisible by (a) 2 (b) 5 (c) 10 (d) 4

If the 4^(th) term of {sqrt(x^((1)/(1+log_(10)x)))+root(12)(x)}^(6) is equal to 200 , x gt 1 and the logarithm is common logarithm, then x is not divisible by (a) 2 (b) 5 (c) 10 (d) 4