1. 2/24 Geometry Bell Ringer Are these triangles similar. Why or why not? 2 Δs are ~. Find Homework: Identifying parts of right triangles HW

2. 2/24 News and Notes Tests back on Monday. Binders not graded yet! Put ‘em back today! Perfection from Tuesday: 7 th Pd What happens today? –Today we will start our next unit on Pythagorean Theorem, Distance and Midpoint Formulas!

3. Need Tests 1 st : Keoni, Mari, Tracia, Brishanika 7 th : Raven 8 th : Desirae, Cristian, Angela

4. Take 3 minutes to draw a picture and solve one of the following: Television sets are generally measured diagonally, thus classifying them as 13 inches, 27 inches, 36 inches, and so forth. Suppose we want to purchase an entertainment center, but it only holds enough room in it’s cubicle for a 27 inch TV set. We initially know that the length of our TV is 15 inches, and the height of our TV is 12 inches. Will our TV be able to fit into the cubicle? April and Brittany are outside on the corner of 79 th and Pulaski after school. They each get on a different bus. April’s bus travels 3 miles east down 79 th St. and Brittany’s travels 4 miles south down Pulaski. How far away are they from each other?

5. 2 pictures 15 inches 12 in ??? 79 th & Pulaski 3 mi 4 mi ??? How do we solve these types of problems? PYTHAGOREAN THEOREM! What types of triangles do we have to have? RIGHT TRIANGLES!

6. So for today… We will identify the parts of a right triangle.

7. Key Vocab Hypotenuse Side across from right angle. We call this ‘c’ Legs 2 sides that create the right angle. Shortest = a Longest = b Hyp = c a b

8. How do you know which is a and which is b if you don’t know the side measurements? Think – Pair – Share Step 1: Find missing angle Step 2: Explain how you know a, b, and c Step 3: Pair up and share your answers, then we’ll talk as a class. Step 4: Class Discussion 40° x°x°

9. Conclusions 90 + 40 + x = 180 130 + x = 180 X = 50° How do you know a, b, and c? –Smallest side (a) across from smallest angle –Middle side (b) across from middle angle –Longest side (c) across from largest angle (right angle) 40° 50° a b c

10. Independent Practice If you finish early create your own problem that will eventually require the Pythagorean Theorem to solve. These will be used sporadically throughout the unit if they’re good! PUT BINDERS BACK ON SHELF!!!