80 likes | 201 Views
YOU HAVE 2 MINUTES TO GET IN THESE GROUPS!. Group 1 : Tasha, Kenneth, Mari, Sinatu, Teiara Group 2 : Teia, Kecia, Erick L, Lafontae, Amina Group 3 : Breniah, Valeria, Conrad, Miguel, Johnny, Group 4: Khamyra, Brishanika, Deandra, Trenita, Group 5 : Joseph, Tracia, Karla , Nijee
E N D
YOU HAVE 2 MINUTES TO GET IN THESE GROUPS! Group 1: Tasha, Kenneth, Mari, Sinatu, Teiara Group 2 : Teia, Kecia, Erick L, Lafontae, Amina Group 3: Breniah, Valeria, Conrad, Miguel, Johnny, Group 4: Khamyra, Brishanika, Deandra, Trenita, Group 5: Joseph, Tracia, Karla , Nijee Group 6: Mercedes, Sha’Quilla, Brandey, Erik A.
YOU HAVE 2 MINUTES TO GET IN THESE GROUPS Group 1: Kristina, Alyeyah, Barbara, Kaneisha, D’Antoinette Group 2: Selena, Juwan, Nicole, Brian L Group 3: Julian, Emmanuel, Dalia, Jovanny, Mercedes Group 4: Tiffany, Chelsea, Jasmine R, Tatyana, Gilbert Group 5: Katie, Niesha, Bryan, Raven, Leslie Group 6: Nicole, Yakeemah, Jasmine S, Aaron
Group 1: China, Allan, Jasmine T, Vanessa, Desirae, Daniel Mart., Group 2: Cristian H, Ida, Lorena, Stephanie, Sanjae, Manolito Group 3: Scottie, Jasmin C, Cristian E., Juan, Kristy, Nicole Group 4: Brittany, LaTyra, Ariana, Jasmine Z, Mohammad, Daniela Group 5: Daniel Mej, Yanet, Arely, Angela, Erandi. Group 6: Lucia, Lavitchi, Diego, Coraima, April, Rosendo. YOU HAVE 2 MINUTES TO GET IN THESE GROUPS
2/16 Geometry Bell Ringer AB // XY. If XC = 5cm, AX = 3, and BY = 4, find the length of CY. YOUR GROUP GRADE STARTS NOW Homework: Finish Similar Triangle Proofs Day 2
2/16 Geometry News and Notes • Perfection: 2nd • Quizzes Brishanika, D’Antoinette, Tatyana, Leslie, Brittany, (Angela & Lorena?)
Example 1: HW #7 • Step 1: Mark Given Info • Step 2: Apply Geometry Knowledge to find proportional sides or congruent corresponding angles. • Step 3: State sides proportional (if you have sides) • Step 4: State triangles congruent by shortcut
Are you up to the challenge? • In your groups you must complete the proofs. Your notes from Unit 6 should help here! Each one of these proofs was derived from a similar proof in Unit 6. • Mr. C will be coming around asking questions of random people. You want everyone to be able to explain the process to get tickets.