Rationalize the numerator of `(2-sqrt(3+x))/(x-1)`

Rational the Numerator (3+sqrt(5)+x)/(x-4)=

Rationalize the denominatior of : (1)/(sqrt(3)-sqrt(2))

Rationalize the denominator: (2 + sqrt 3)/(2 - sqrt 3) + (2 - sqrt 3)/(2 + sqrt 3) + (sqrt 3 - 1)/(sqrt 3 + 1)

Rationalize the denominator: 1/(sqrt(3)-sqrt(2))

Rationalize the denominator (1)/(sqrt(3)-sqrt(2)), (1)/(3sqrt(2)) ,(3)/(sqrt(8))

Rationalize the denominator 1/(\sqrt{3} -\sqrt{2})

Rationalize the denominator of the following: (1)/(3+sqrt(2)-3sqrt(3))

Express with rational denominator (x+sqrt(-1))^2/(x-sqrt(-1))-((x-sqrt(-1^2)))/(x+sqrt(-1))

Rationalize the denominator: (\sqrt{a+z} -\sqrt{a-x})/(\sqrt{a+x} +\sqrt{a-x})

In rationalization of [(1)/(sqrt(3))],[(1)/(sqrt(3))X],[square],[square]