Solve for $x$ :

$x-2=\sqrt[\phantom{2}]{-x+14}$

In solving the equation, you should have produced an $($equivalent$)$ quadratic equation. What are the solutions to the resulting quadratic equation?

Enter the minimum solution obtained:

$x=$

Is this solution a valid solution to the original equation?

valid solution

not a valid solution

Enter the maximum solution obtained:

$x=$

Is this solution a valid solution to the original equation?

valid solution

not a valid solution

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