\text { 3. Consider the function } f x^{n} h=3 x+6 \text { . } \text { a. Sketch the graph of } y=\hat{f}_{\mathrm{h}} x \text { what is the

corresponding point on the graph of } y=\sqrt{f_{h} x ?} b. Explain how points on the graph of y =fx can be mapped to points on the graph of d. Determine the coordinates of any invariant points between the two functions. Explain how to be certain these are invariant points and not simply intersections of the graphs. y=f \sqrt{h x} In other words, if you know the point ^ h^x y, h lies on the graph of y=f x^ h,