`sqrt8-sqrtx=sqrtx-sqrt4`

FOIL (sqrt8-sqrt2)(sqrt8-sqrt2)

The largest real solution of the equatio sqrt(sqrt(sqrtx))=4sqrt(4sqrt(4sqrt(3x^4+4))) lies in theinterval

lim_(xrarr0^+) (sqrtx)/(sqrt(4-sqrtx)-sqrtx)

Evaluate lim_(xto1)(sqrt(x)+sqrt(sqrt(x))+sqrt(sqrt(sqrtx))+sqrt(sqrt(sqrt(sqrt(x))))-4)/(x-1).

sqrt(21-4sqrt5+8sqrt3-4sqrt12)=

lim_(xrarroo) (sqrt(x+sqrt(x+sqrt(x)))) - sqrtx

Let I =int _(0)^(1 ) sqrt((1+sqrtx)/(1-sqrtx))dx and J = int _(0)^(1 ) sqrt((1-sqrtx)/(1+sqrtx))dx then correct statement (s) is/are:

If sqrtx+sqrt9=sqrt64 , what is the value of x ?

Let I =int _(0)^(1 ) sqrt((1+sqrtx)/(1-sqrtx)) dx then correct statement (s) is/are:

The value of the integral int_3^6 sqrtx/(sqrt(9-x)+sqrtx)dx is