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Geom2­4hour3.notebook                                                 September 20, 2011



                Please have your definition log (assignment from 
                yesterday) on your desk so that I can look at it while you 
                do your bell work.
                                                          Thank you!

                BELL WORK:

                Read the definition of complementary angles 
                carefully from either your definition log or p.66 
                of the book.

                Are    1,    2, and    3 complementary angles?
                Why or why not?




                        Agenda for the day:
                        • Present 2.4
                        • Pass back quiz and go over
                        • exit slip




                                                                                           1
Geom2­4hour3.notebook                            September 20, 2011




               By the end of class, you will be able 
               to utilize FOUR new theorems to 
               complete 2­column proofs.




               BELL WORK:  p.79 #5




                                                                      2
Geom2­4hour3.notebook                                               September 20, 2011




                        Agenda for the day:
                        • review/finish 2.4
                        • in­class homework quiz
                        • exit slip




            1


                                                700           2

                                                 A




                  Given:    1 is supplementary to    A.    
                            2 is supplementary to    A. 

                  Can we come to any conclusions?


                Theorem: If angles are supplementary to the same angle, 
                          then they are congruent.




                                                                                         3
Geom2­4hour3.notebook                                                        September 20, 2011

                                            A

                                                                                    Z

                        8


                 Given:    8 is complementary to    A.    
                           Z is complementary to    A. 

                 Can we come to any conclusions?




             Theorem: If angles are complementary to the same angle, 
                       then they are congruent.




                                       S

                                                B
                                                        Given:    B is supp. to    V.
                            V                                      D is supp. to    S.
                                                                   V      S.

            D




                   Can we come to any conclusions?



            Theorem: If angles are supplementary to congruent 
                      angles, then they are congruent.




                                                                                                  4
Geom2­4hour3.notebook                                                     September 20, 2011


                                          V
                                      D          Given:    B is comp. to    V.
                                                            D is comp. to    S.
                                                            V      S.
           B

            S


                       Can we come to any conclusions?



                Theorem: If angles are complementary to congruent 
                          angles, then they are congruent.




                  Given:



                  Conclusion:                      1     2           3 4




                                                                                               5
Geom2­4hour3.notebook                               September 20, 2011


                                        A
             Given:                         D


                                    B               C
             Conclusion:




                                    H           G
                      Given:

                                            F
                                    E           J
                      Conclusion:




                                                                         6
Geom2­4hour3.notebook                    September 20, 2011




          Given:
                                 K   R         P


          Conclusion:
                                 M             O




       p.79 #7
                                 K                 J
                   Given:



                   Conclusion:   F                 H
                                     G




                                                              7
Geom2­4hour3.notebook                                                  September 20, 2011




                               1)

                               2)

                               3)

                               4)




             IN­CLASS HOMEWORK QUIZ:

                You may use your notes and book. You may use a partner. 
             Complete the following problems and turn in by the end of the hour:

             p.79 #1,2,4,6,8
             For #6, just provide a conclusion. You DO NOT need to prove.




             EXIT SLIP:

             Did you go to the Pumpkin Festival? If so, what was your 
             favorite part? Did you work any booths or tents?




                                                                                            8

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Geom2-4hour3

  • 1. Geom2­4hour3.notebook September 20, 2011 Please have your definition log (assignment from  yesterday) on your desk so that I can look at it while you  do your bell work.  Thank you! BELL WORK: Read the definition of complementary angles  carefully from either your definition log or p.66  of the book. Are    1,    2, and    3 complementary angles? Why or why not? Agenda for the day: • Present 2.4 • Pass back quiz and go over • exit slip 1
  • 2. Geom2­4hour3.notebook September 20, 2011 By the end of class, you will be able  to utilize FOUR new theorems to  complete 2­column proofs. BELL WORK:  p.79 #5 2
  • 3. Geom2­4hour3.notebook September 20, 2011 Agenda for the day: • review/finish 2.4 • in­class homework quiz • exit slip 1 700 2 A Given:    1 is supplementary to    A.     2 is supplementary to    A.  Can we come to any conclusions? Theorem: If angles are supplementary to the same angle,     then they are congruent. 3
  • 4. Geom2­4hour3.notebook September 20, 2011 A Z 8 Given:    8 is complementary to    A.     Z is complementary to    A.  Can we come to any conclusions? Theorem: If angles are complementary to the same angle,     then they are congruent. S B Given:    B is supp. to    V. V           D is supp. to    S.        V      S. D Can we come to any conclusions? Theorem: If angles are supplementary to congruent     angles, then they are congruent. 4
  • 5. Geom2­4hour3.notebook September 20, 2011 V D Given:    B is comp. to    V.           D is comp. to    S.        V      S. B S Can we come to any conclusions? Theorem: If angles are complementary to congruent     angles, then they are congruent. Given: Conclusion: 1 2 3 4 5
  • 6. Geom2­4hour3.notebook September 20, 2011 A Given: D B C Conclusion: H G Given: F E J Conclusion: 6
  • 7. Geom2­4hour3.notebook September 20, 2011 Given: K R P Conclusion: M O p.79 #7 K J Given: Conclusion: F H G 7
  • 8. Geom2­4hour3.notebook September 20, 2011 1) 2) 3) 4) IN­CLASS HOMEWORK QUIZ: You may use your notes and book. You may use a partner.  Complete the following problems and turn in by the end of the hour: p.79 #1,2,4,6,8 For #6, just provide a conclusion. You DO NOT need to prove. EXIT SLIP: Did you go to the Pumpkin Festival? If so, what was your  favorite part? Did you work any booths or tents? 8