# Graphing $y=\sqrt{x}$ and its Transformations

- 1Graph $y=\sqrt{x}$, then graph the following: $$y=-3\sqrt{-2(x+4)}-1$$ a) State the domain and range of the transformed graph.

b) State all the transformations. - 2Graph $y=\sqrt{x}$, then graph the following: $$y=\sqrt{-\frac{1}{2}(x+3)}-4$$ a) State the domain and range of the transformed graph.

b) State all the transformations. - 3Graph $y=\sqrt{x}$, then graph the following: $$y=-2\sqrt{3x+15}-4$$ a) State the domain and range of the transformed graph.

b) State all the transformations.

Good test question! - 4Graph $y=\sqrt{x}$, then graph the following: $$y=2\sqrt{-\frac{1}{2}x-3}-5$$ a) State the domain and range of the transformed graph.

b) State all the transformations.

Good test question! - 5Graph $y=\sqrt{x}$, then graph the following: $$y=-2\sqrt{3x-12}+5$$ a) State the domain and range of the transformed graph.

b) State all the transformations. - 6Graph $y=\sqrt{x}$, then graph the following: $$y=-\sqrt{-(x+4)}+3$$ a) State the domain and range of the transformed graph.

b) State all the transformations.

$$e=mc^2$$