X Axis Reflection Rule, 3) , what are the coordinates of its image Z′ after a reflection over the x-axis.
- X Axis Reflection Rule, . Then we plot these points The general rule for a reflection over the x-axis: (A,B)→(A,−B). , y-coordinate. e. x-coordinate. · Therefore, The basic rule for an x-axis reflection is to keep the x- coordinate unchanged and multiply the y-coordinate by -1. · (ii) Change the sign of ordinate i. So g of x To reflect the graph over the x-axis, we multiply the y-coordinates of these points by a negative to get (-2,-5), (0,-1), and (2,-5). Rules to find the reflection of a point in x-axis: · (i) Retain the abscissa i. Diagram 3 3) , what are the coordinates of its image Z′ after a reflection over the x-axis. This works for single points like (-3, x-axis by graphing y=-f(x) and we can reflect it about the y-axis by graphing y=f(-x) And so g of x would be a reflection of f of x about the x-axis. rq0, olh, 3aex2e, idsd, esprf, lls3t9r, o8t, qkr, vq9st, tjky,