Description: Students will create a foldable, design a seating chart, and then use the information to create a presentation on angle relationships. Content Connection: CC.8.G.5 Use informal arguments to establish facts about the angle sum and exterior angle of triangles, about the angles created when parallel lines are cut by a transversal, and the angle-angle criterion for similarity of triangles. For example, arrange three copies of the same triangle so that the three angles appear to form a line, and give an argument in terms of transversals why this is so. Objectives: I can… create angles using parallel lines and a transversal identify and analyze angle relationships (i.e.: linear pairs, interior/exterior, adjacent, complementary, supplementary, vertical, corresponding, and alternate interior/exterior). Introduction: Coach John Calipari needs your help! The University of Kentucky Men’s Basketball team is going to be traveling a lot in the next few weeks and when they travel he likes his team to focus on the competition ahead. The team will be traveling by airplane and bus. Your task is to position some of the players on the bus and plane using your new knowledge of angle relationships. Not only does he want you to explain the relationships of the players position but also give the angles at which the members are sitting. After you have determined your “Seating Charts” you need to present this information to John Calipari using images of your work. Your images need to give a clear picture of the angle relationships you used, the angle measures, and which players you positioned. Good Luck! Type equation here. Task: 1. Conduct background information of each type of angle. 2. Fill in the definition and example (image) of each type of angle in your foldable. 3. Using the plane and bus layout that has been printed off for you, brainstorm different positions that you could put players in. 4. Once you have figured out the final player’s positions, the angle relationship they are representing, and the angle measures they create, take a picture and upload it to the computer. 5. Create a Prezi Presentation for John Calipari to show him everything you have created. 6. Present your Prezi to the class. 7. Conduct a reflection of your work using the “self-reflection” rubric. Process: 1. Create a foldable: a. Fold the paper “hot dog” style. b. Draw 8 evenly spaced lines on one side of the paper c. Cut along the lines so that you create 9 separate flaps d. Label the flaps with the following vocabulary words (Each vocabulary word will have its own flap): Complementary Angles Supplementary Angles Transversal Parallel Lines Vertical Angles Corresponding Angles Alternate Interior Angles Alternate Exterior Angles Adjacent Angles 2. Define Vocabulary: a. Use the links below to help you gain a better understanding of the vocabulary above. b. For EACH vocabulary word, you will need to record a definition and an example. The example must include an image! c. Explore the links below to complete your foldable: PICK ME!!! 3. Create the seating charts: a. Here is a roster of the 2011-2012 UK Men’s Basketball Team: Darius Miller Terrence Jones Jon Hood Jarrod Polson Twany Beckham Ryan Harrow Sam Malone Michael Kidd-Gilchrist Doron Lamb Anthony Davis Marquis Teague Eloy Vargas Brian Long Kyle Wiltjer b. Putting your knowledge to the test: With your partner, get a copy of the airplane and bus blueprint from your teacher. You must arrange the team members on the airplane and bus to demonstrate the different angle relationships that you have learned. After placing the members in a seat, determine the different angle measures that they create. Once you feel confident in your work, get a new copy of each blueprint and create a final draft. 4. Final Draft: a. Once you have completed your final draft of each seating chart: Take a picture of each final seating chart using you or your partner’s phone. Upload the pictures to the computer and save them! 5. Create a Prezi Presentation: a. Go to www.prezi.com b. Log in c. Create a Prezi for Coach John Calipari Be sure to include which type of angle relationships that you used. Don’t forget to include the angle measures. 6. Present your final Product to the class. 7. Conduct a self-reflection of your work. a. Get a self-reflection rubric from your teacher. b. While completing the rubric, remember to grade yourself honestly! c. Turn your rubric in once it has been completed. Rubric: Category Creating Foldable Foldable Definitions and Images Airplane Seating Chart Bus Seating Chart Distinguished Proficient Apprentice Novice Incomplete Correctly folded hotdog style. Contains 9 neatly cut, evenly spaced flaps. Correctly folded hotdog style. Contains 9 flaps that are not perfectly spaced. Correctly folded hotdog style, has less than 9 flaps that are not evenly spaced. Cut lines are jagged and rough. Folded hotdog style, has less than 9 flaps that are not neatly cut or evenly spaced. Did not create or turn in a foldable. (8 points) Contains 9 labeled flaps, mostly correct definitions and images. (7 points) Contains less than 9 labeled flaps, some definitions are correct, some images are correct. (6 points) Contains less that 9 labeled flaps, most definitions are incorrect and are missing images or the images are incorrect. (0 points) Did not complete definitions or images. (9-10 points) Contains 9 labeled flaps, correct definitions and images. Total 10 20 (18-20 points) Seating Chart correctly demonstrates 5 or more angle relationships. Angle measures are included. A key is included to tell you which player represents each point. (16-17 points) Seating Chart correctly demonstrates 4 or more angle relationships. Most angles measures are included. A key is included to tell you which player represents each point. (14-15 points) Seating Chart correctly demonstrates 3 or more angle relationships. Some angle measures are included. A key is included but may be incomplete. (12-13 points) Seating Chart correctly demonstrates 2 or more angle relationships. Few angle measures are included. A key may or may not be included. (0 points) Seating Chart incorrectly demonstrates angle relationships, has no angle measures, missing a key. (18-20 points) Seating Chart correctly demonstrates 5 or more angle relationships. Angle measures are included. A key is included to tell you which player represents each point. (16-17 points) Seating Chart correctly demonstrates 4 or more angle relationships. Most angles measures are included. A key is included to tell you which player represents each point. (14-15 points) Seating Chart correctly demonstrates 3 or more angle relationships. Some angle measures are included. A key is included but may be incomplete. (12-13 points) Seating Chart correctly demonstrates 2 or more angle relationships. Few angle measures are included. A key may or may not be included. (0 points) Seating Chart incorrectly demonstrates angle relationships, has no angle measures, missing a key. (18-20 points) (16-17 points) (14-15 points) (12-13 points) (0 points) 20 20 Prezi Presentation Reflection Prezi is neatly organized and contains no mistakes. Includes all seating charts. Prezi is somewhat organized and contains minimal mistakes. Includes all seating charts. Prezi has a few mistakes, is not organized, and includes all seating charts. Prezi has several mistakes, is unorganized, includes one of the seating charts. Prezi has multiple mistakes, includes no seating charts. Or there is no Prezi at all. (18-20 points) Presentation grabs your attention, is well prepared for, all group members participate equally. (16-17 points) Presentation is interesting, prepared for; all group members participate but not equally. (14-15 points) Presentation isn’t really engaging, not prepared well, minimal participation from all group members. (12-13 points) Presentation is not engaging, not prepared for, one group member does everything. (0 points) No Presentation. (9-10 points) Completes reflection and puts forth an honest effort. (8 points) (7 points) (0 points) No Reflection. _ _ (6 points) Completes reflection giving no effort or thought into their score. (1 point) (0 points) (5 points) Total 20 10 5 105