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1. ∆ ABC with m  A =50, BA =3” and BC = 2.5”

Do Now: #1-#4:. Complete each triangle construction. Identifying Congruent Triangle Name: Date:. 50 ◦. A. B. 3”. 1. ∆ ABC with m  A =50, BA =3” and BC = 2.5”. 2. ∆ DEF with m  E =75, DE =4” and EF = 3”. F. E. 3”. 3. ∆ GHI with GH = 2.5”,

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1. ∆ ABC with m  A =50, BA =3” and BC = 2.5”

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  1. Do Now: #1-#4: Complete each triangle construction Identifying Congruent Triangle Name: Date: 50◦ A B 3” 1. ∆ABC with mA=50, BA=3” and BC = 2.5” 2. ∆DEF with mE=75, DE=4” and EF = 3” F E 3”

  2. 3. ∆GHI with GH = 2.5”, HI=3” and GI = 3.5” I H 3” 4. ∆JKL with mK=25, mJ = 55 and KL = 3” F E 3”

  3. Notes for today: Please copy everything listed on the board as we discuss the do now & #5-10 (as well as any information you didn’t know before) Justify your answers • Given the facts, M is the midpoint of CD and M is the midpoint of EF along with the • diagram below, write an argument to prove why CME DMF C F M E D Argument

  4. 10. Given the facts, GH bisects QGR and GH bisects QHR along with the diagram below, write an argument to prove why GRH GQH Argument Wrap up: What did you learn about triangle construction that you did not know before? What does it mean to indicate corresponding vertices? What are two pair of parts of triangles that can be assumed congruent in an unlabeled diagram?

  5. Ticket to Leave Name:______________ 5. Given the facts, JU = UI and EU = ULalong with the diagram, write an argument to prove why JUE IUL Ticket to Leave Name:______________ 5. Given the facts, JU = UI and EU = ULalong with the diagram, write an argument to prove why JUE IUL

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