Reflecting Lines Math

So then divide six by two to get 3.

Reflecting lines math. Sorry if this was a little confusing. When a figure is reflected the reflecting line is the perpendicular bisector of all segments that connect pre image points to their corresponding image points. In the following figure triangle j k l is the reflection of triangle jkl over a reflecting line. The distance between triangle abc s vertice of c and triangle a b c s vertice of c is six.

For each corner of the shape. Below are three examples of reflections in coordinate plane. Reflections in coordinate geometry. A line of reflection is also a line of symmetry if a geometric shape or figure can be reflected.

Measure from the point to the mirror line must hit the mirror line at a right angle 2. The line of reflection is on the y coordinate of 1. 1 reflection across the x axis 2 reflection across the y axis 3 reflection across the line y x 4 reflection across any line pq in the xy plane formulas for coordinates of reflected points across any line ax by c 0 formulas for coordinates of reflected points across any line y. A reflection across the.

Then add that 3 to triangle a b c vertice c s y coordinate to get 1. Then connect the new dots up. A glide reflection is a.