You have a triangle where a=4, b=6, and c=5.
You have to draw squares whose sides are the same length as a, b, and c.
Find and record the areas of your squares.
What relationship exists between the areas of these three squares?
State whether or not the set of lengths you chose to test belongs to a right triangle.
Explain how you used the converse of the Pythagorean Theorem to prove whether or not your chosen set of lengths belonged to a right triangle.