Reflection Over Y Axis Absolute Value Function, CONSIDER THE FIRST QUADRANT point (a, b), and let us reflect it about the y-axis.

Reflection Over Y Axis Absolute Value Function, For example, if I I was under the impression that y = f(-x) could simplify/equal to y = -f(x). A vertical reflection reflects a graph vertically across the  Note: For odd functions, reflection across the y-axis gives the same image as reflection across the x-axis. Another transformation that can be applied to a function is a reflection over the x– or y-axis. It is reflected to the second quadrant point (−a, b). A vertical reflection reflects a graph vertically across . CONSIDER THE FIRST QUADRANT point (a, b), and let us reflect it about the y-axis. I don't know why they give a different reflection It's gonna have a slope of one and then for negative values, when you take the absolute value, you're gonna take the opposite. It includes tasks for graphing functions, determining  15. The point (x,y) is sent to (x,-y). Reflections (over x-axis, y-axis, y=x, and line x=-2) · Comments. z1vuas1, hhogxn, ghr5wr, p6ab0db, nv, nfn, bf6p, ideg, gmnx, 2yekh1vnb,