This is what I tell my students with a radical problem like this

The video tutorial explains how to factor numbers in front of X in a function, focusing on the example of factoring 2/3. It covers the use of reciprocal multiplication to simplify fractions and demonstrates graph transformations, including reflections and stretches. The tutorial concludes with graphing these transformations and identifying the domain and range of the graph.

What transformations occur when you graph the function after factoring out the coefficient?

How do you determine the domain and range of the transformed graph?