Source S producing a single ray; A &B mirrors.

NOTES:[br]The blue arrows show which side of the mirror is reflective.[br][br]I have calculated the bounces in sequence, following the method of the previous worksheets. I want more than this: I want to figure out[br][math]\;\;\; [/math]1. (if and) [i]when[/i] the ray will strike each mirror, [br][math]\;\;\; [/math]2. how many times it will bounce[br][math]\;\;\; [/math]3. The positions and directions of the bounces[br]directly from the given information: the relative positions and orientations of the objects.[br][br]To do this, let me consider the following [br][b]CASE:[/b] Suppose the mirrors are infinitely long, and not parallel.[br]They will intersect. In the region between the two mirrors, introduce a ray. What is its path?[br][br]In other words, consider the reflection of a ray in a region between two intersecting lines...[br][br]________________[br][b]Light > Reflection[/b][br]Prev: [url]http://tube.geogebra.org/material/show/id/112549[/url][br]Next: [url]http://tube.geogebra.org/material/show/id/128470[/url][br][br](Reflect a ray of light: [url]http://www.geogebratube.org/material/show/id/111895[/url])