Move the original Elmer Fudd pic around. Also, change the angle between the two lines. Each time you do, move the [b][color=#cc0000]red slider[/color][/b] back to the beginning and then slide it slowly to the end. [br][br]Repeat this step a few times. Carefully observe what happens. [br][br]Describe what you see, as best as you can, in your own words. [br]What pattern(s), if any, do you notice? Describe in detail! [br][br][br]
Suppose object [math]P[/math] is reflected about [b][color=#38761d]line m[/color][/b]. Let [math]P'[/math] = this image. [br]Suppose [math]P'[/math] is then reflected about [color=#0000ff][b]line n[/b][/color]. Let [math]P''[/math] = this image. [br][br]If [color=#38761d][b]m[/b][/color] and [color=#0000ff][b]n[/b][/color] are NOT parallel lines, then [math]P''[/math] can be obtained by simply rotating [math]P[/math] through an [b][color=#cc0000]angle = twice the angle of intersection between[/color][/b] [color=#38761d][b]line m[/b][/color] and [color=#0000ff][b]line n[/b][/color].