Evaluate :
`( sqrt(x) - 1 ) /( sqrt(x) + 3 ) = ( sqrt(x) - 3 ) /( sqrt(x))` then find x

Evaluate : ( sqrt(x) + 1/ sqrt(x) )^2

Evaluate : lim_( x -> 1 ) ( sqrt(x) - 1 + sqrt( x -1 ) )/( sqrt( x^2 -1 ))

Evaluate : sqrt(( 1 - sqrt(x)) / ( 1 + sqrt(x) )

Evaluate : int 1 /( sqrt( x + 3 ) - sqrt( x + 2 ) ) dx

Evaluate : ( sqrt(2)x + sqrt(3)y ) ( sqrt(2)x + sqrt(3)y )

Evaluate : lim_( x -> 1) (( sqrt( 3 + x ) - sqrt( 5 - x )) / ( x^2 -1 ))

Evaluate : sqrt( x^3 sqrt ( x^3 sqrt ( x^3 ) ))

Find x : ( sqrt(x) + sqrt(a) ) / ( sqrt(x) - sqrt(a) ) + ( sqrt(x) - sqrt(a) ) / ( sqrt(x) + sqrt(a) ) = 6

Evaluate : lim_( x -> 1 ) ( ( 3 - sqrt( x^2 + 8 ) ) ) / (( sqrt( x^2 + 3 ) -2 )

Evaluate: int(sqrt(x))/(sqrt(x)-x^((1)/(3)))dx