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Geom3­3Final.notebook                                              October 07, 2011


           BELL WORK: 
           Name the additional congruent sides or angles needed to prove 
           that the triangles are congruent by each specified postulate.

           a) SSS
           b) SAS
                                   A                         D




                         B                  C      E                  F




                             Agenda for the Day:
                             • sample problems from 3.2
                             • lesson 3.3
                             • exit slip
                             • assign 3.2/3.3 homework




                                                                                      1
Geom3­3Final.notebook                               October 07, 2011

        p.118 #2                         p.118 #3




        p.118 #4                         p.118 #5




       p.119 #6




            1­5, are you getting this?




                                                                       2
Geom3­3Final.notebook                                                   October 07, 2011



       p.119 #7




            1­5, are you getting this?




        3.3 CPCTC and Circles
        By the end of this lesson, you should be able to:
        1. Use CPCTC in proofs.
        2. Apply basic properties of circles.
                     A                D




            B              C   E            F


                If the above triangles are congruent, is    C =    F?

         CPCTC ­ Corresponding parts of congruent triangles are congruent.

         *You will use CPCTC in the "reasons" column of 
             proofs dealing with triangles.




                                                                                           3
Geom3­3Final.notebook                                          October 07, 2011



        Circles:
        • Circles are named by the center point. 
             This is circle P. (    P)                         P
        • The circle is technically only the outer 
             line ­ not the space in the center.       A
        • Every point on the circle is the same 
             distance from the center of the circle.       C
        • PA is a radius. 
        • PA and PC are called radii.
        • All radii of a circle are congruent.
        • Area =
        • Circumference =




             EXIT SLIP:         p.127 #7




          HOMEWORK: p.120 #1­6,8,11,12
                      p.127 #1­6
          Due NEXT WEDNESDAY




                                                                                  4

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Geom3-3Final

  • 1. Geom3­3Final.notebook October 07, 2011 BELL WORK:  Name the additional congruent sides or angles needed to prove  that the triangles are congruent by each specified postulate. a) SSS b) SAS A D B C E F Agenda for the Day: • sample problems from 3.2 • lesson 3.3 • exit slip • assign 3.2/3.3 homework 1
  • 2. Geom3­3Final.notebook October 07, 2011 p.118 #2 p.118 #3 p.118 #4 p.118 #5 p.119 #6 1­5, are you getting this? 2
  • 3. Geom3­3Final.notebook October 07, 2011 p.119 #7 1­5, are you getting this? 3.3 CPCTC and Circles By the end of this lesson, you should be able to: 1. Use CPCTC in proofs. 2. Apply basic properties of circles. A D B C E F If the above triangles are congruent, is    C =    F? CPCTC ­ Corresponding parts of congruent triangles are congruent. *You will use CPCTC in the "reasons" column of  proofs dealing with triangles. 3
  • 4. Geom3­3Final.notebook October 07, 2011 Circles: • Circles are named by the center point.  This is circle P. (    P) P • The circle is technically only the outer  line ­ not the space in the center. A • Every point on the circle is the same  distance from the center of the circle. C • PA is a radius.  • PA and PC are called radii. • All radii of a circle are congruent. • Area = • Circumference = EXIT SLIP: p.127 #7 HOMEWORK: p.120 #1­6,8,11,12   p.127 #1­6 Due NEXT WEDNESDAY 4