Geometry, Teacher\'s Edition

(Axel Boer) #1

  • Transitive Property of Congruence with segments and angles


III.MeetingObjectives



  • Students will identify and apply properties of equality.

  • Students will solve equations and cite properties in their examples.

  • Students solve problems using the properties.


IV.NotesonAssessment



  • This activity has two parts. The first part is to observe the students as they work on creating the game.

  • The second part is to watch them play it.

  • Because they are switching game cards with another team, any errors will quickly come to light.

  • Be sure to allow time for feedback/correction.


Diagrams


I.SectionObjectives



  • Provide the diagram that goes with a problem or proof.

  • Interpret a given diagram.

  • Recognize what can be assumed from a diagram and what can not be

  • Use standard marks for segments and angles in diagrams.


II.ProblemSolvingActivity-NameThatPostulate!



  • This is a game. The students will create the game cards and then a “Jeopardy” kind of game can be played in
    the large class or in small groups.

  • Students are assigned the task of creating an index card with a diagram that represents each postulate.

  • Students should use diagrams and also standard marks for segments and angles in their examples.

  • There are eleven postulates, so if there are twenty- two students in the class, each postulate would be repre-
    sented by two different diagrams. You need to assign the students the postulates to avoid too many repeats.

  • Allow time for the students to create their diagrams and then use peers to check each other’s work for accuracy.

  • When finished, collect the cards and play the game with the students.


III.MeetingObjectives



  • Students create diagrams to better understand postulates.

  • Students interpret given diagrams when playing the game.

  • Students use standard marks for segments and angles when creating their game cards.


IV.NotesonAssessment



  • Assessment is easier with this lesson because the students will be playing the game. You will be able to see
    who understands the postulates and who doesn’t.

  • Also, having students check each other’s work before playing the game will definitely help to catch any errors.

  • You can help add any corrections when playing the game and looking at each game card.


Chapter 5. Geometry TE - Problem Solving
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