Step 1 :Given the expression is \(6-\sqrt{-23}\).
Step 2 :The square root of a negative number is an imaginary number. So, we can rewrite \(\sqrt{-23}\) as \(\sqrt{23} \cdot \sqrt{-1}\).
Step 3 :We know that \(\sqrt{-1}\) is represented by the imaginary unit \(i\).
Step 4 :So, \(\sqrt{-23}\) can be rewritten as \(\sqrt{23}i\).
Step 5 :Therefore, the expression \(6-\sqrt{-23}\) can be rewritten as a complex number \(6-\sqrt{23}i\).
Step 6 :So, the simplest form of the complex number is \(\boxed{6-\sqrt{23}i}\).