The solution of the equation`(3|x|-3)^2 = |x|+7` which belongs to the domain of `sqrt(x(x-3)` are given by

Find the domain of f(x)=sqrt(x-3)

Solution of the quadratic equation (3 |x| -3) ^(2) = |x| +7, which belongs to the domain of the function y = sqrt((x-4)x ) is :

Solution of the quadratic equation (3 |x| -3) ^(2) = |x| +7, which belongs to the domain of the function y = sqrt((x-4)x ) is :

Solution of the quadratic equation (3 |x| -3) ^(2) = |x| +7, which belongs to the domain of the function y = sqrt((x-4)x ) is :

The domain of sqrt((x-1)(x-2)(x-3)) is

The domain of (sqrt(3+x)+sqrt(3-x)) is

Find all solutions of the equation (|x|+1)^(2)=4|x|+9 belonging to the domain of definition of the function y=sqrt(5-2x)