The right triangles are drawn in the coordinate plane, and the coordinates of their vertices are labeled. For each right triangle, label each leg with its length.

3 right triangles on a xy plane. endopoints of top triangle are -8 comma 8, 2 comma 8, 2 comma 5. endpoints of bottom left triangle are -10 comma -1, -10 comma -6. -3 comma -6. enpoints of bottom right triangle are 7 comma 4, 3 comma -9, 7 comma -9.

Find the distance (in units) between each pair of points. If you get stuck, try plotting the points on graph paper.

1. \(M=(0,\text-11)\) and \(P=(0,2)\)
2. \(A=(0,0)\) and \(B=(\text-3, \text-4)\)
3. \(C=(8,0)\) and \(D=(0, \text-6)\)

1. Find an object that contains a right angle. This can be something in nature or something that was made by humans or machines.
2. Measure the two sides that make the right angle. Then measure the distance from the end of one side to the end of the other.
3. Draw a diagram of the object, including the measurements. 
4. Use the Pythagorean Theorem to show that your object really does have a right angle.