Step 1 :The transformation from \(f(x)=-2|x|-4\) to \(g(x)=-6|x|-4\) involves a change in the coefficient of \(|x|\). This coefficient affects the steepness of the graph, which is a vertical transformation.
Step 2 :Specifically, since the coefficient increases in magnitude from -2 to -6, the graph becomes steeper, which is a vertical stretch.
Step 3 :Therefore, the transformation is a vertical stretch.
Step 4 :Final Answer: \(\boxed{\text{vertical stretch}}\)