Interact with the applet below for a few minutes. [br]Then, answer the questions that follow. [br][br]Feel free to move the BIG WHITE POINTS anywhere you'd like! [br][color=#ff00ff]You can also adjust the size of the pink angle by using the slider. [/color]
What special type of quadrilateral was formed in the first half of your sliding-the-slider? How do you know this?
What else can you conclude about this special type of parallelogram? Be specific!
In the special quadrilateral above, [color=#ff00ff]suppose the pink angle measures 110 degrees[/color]. [color=#0000ff]What would the measure of the blue angle be?[/color] What would the measure of each interior angle of this special quadrilateral be?
Write a 2-column or paragraph proof of what you've informally observed here. (Hint: This proof will involve a pair of congruent triangles!)