Question

Describe how the graph of f(x) = va translates to f(x) =77-8-9. Select the

three transformations that apply.
X-axis reflectioon
horizontally stretches by 7
vertically shifts down 9
y-axis reflection
horizontally shifts left 9
vertically stretches by 7

Answer 1

The graph of f(x) = va translates to f(x) = 77-8-9 through a horizontal shift left by 9, a vertical shift down by 9, and a y-axis reflection.

Step-by-step explanation:

To describe the graph of f(x) = va translates to f(x) = 77-8-9, we need to understand the transformations that have occurred.

1. Horizontally shifts left by 9: This means that every point on the graph has been moved 9 units to the left. For example, if the original graph had a point at (4, 6), it would now be at (-5, 6).

2. Vertically shifts down by 9: Every point on the graph has been moved downward by 9 units. For example, if the original graph had a point at (3, 2), it would now be at (3, -7).

3. Y-axis reflection: The graph has been flipped across the y-axis. Any point that was originally to the right of the y-axis will now be to the left, and vice versa.