Show that :

`( sqrt3(2) - 2 sqrt3 ) / ( 4 ( 2 ) - sqrt3 ( sqrt3 ) )` = 0

3(2 + sqrt3)(2 - sqrt3)

(2-sqrt3)(sqrt3+2)

(sqrt3 + 1/sqrt3)^2

(2+sqrt3)/2 + (5-sqrt3)/3

If a = (2 + sqrt3)/(2 - sqrt3) and b = (2 - sqrt3)/(2 + sqrt3) , then the value of (a^(2) + b^(2) +ab) is :

Simplify: (sqrt3 +1 ) (sqrt 3 - 1) (2 + sqrt 3) ( 2 - sqrt3)

Solve : ( sqrt3 )^-4 times ( sqrt3 )^-2

Solve 4 sqrt3 x ^(2) + 5x-2 sqrt3 =0

(sqrt3 + 1)/(2sqrt2) + (sqrt3 - 1)/(2sqrt2)