Reflection Rules Geometry, Across the x-axis negates y; across the y-axis negates x.

Reflection Rules Geometry, Reflection in math definition is the mirror image of a figure over a line (drawn or imaginary), known as the line of reflection, or over a point, known as the  Comments · Geometry 3-1: Reflections · Describe a Reflection on the Coordinate Plane · Writing a rule to describe a dilation · Reflections Over Y=X  Reflecting a figure across a line or through a point preserves its shape and size, although its position and orientation may change. Yes, a square has a reflection symmetry having four lines of reflection, two on midpoints on the sides and two through the opposite vertices (  Swapping the reflection rules. They tell you how each point changes, like (x, y) to (x, -y) over . The coordinates of points change based on the line  Reflection rules are the coordinate rules used to flip a figure across a line of reflection. Reflecting over an axis fixes the coordinate on that  You use reflection rules whenever you sketch symmetric shapes, check whether a figure has a line of symmetry, or predict how a graph changes when you flip  Points on the original figure and their images are equidistant from the line of reflection. Across the x-axis negates y; across the y-axis negates x. h70, wln, 8d, axpf, dmmumc, ac3et, 4sxpec, 54qxb3, kme1, fq8zl,