Geometry, Teacher\'s Edition

(Axel Boer) #1

IV.AlternativeAssessment



  • Use observation to assess students as they work. Most students will need assistance creating a key to show
    how their design has been colored. You may want to provide an example of this and then see how the students
    do following directions.

  • You can pair students up to work together too. This may help students who are having a difficult time with the
    activity.


Classifying Polygons


I.SectionObjectives



  • Define polygons

  • Understand the difference between convex and concave polygons

  • Classify polygons by the number of sides

  • Use the distance formula to find side lengths on a coordinate grid


II.MultipleIntelligences



  • This activity has students begin working alone and then they work in a small group. The purpose is to assist
    students with developing a deeper understanding of concave and convex figures.

    • Students begin alone. They can choose to draw either four concave polygons or four convex polygons.
      They don’t tell anyone else what they have chosen.

    • When finished, the students join a small group. Then they exchange papers and they must show, by
      drawing lines, whether the figures they have been given or concave or convex.

    • Students need to justify their answers.

    • Peers correct each other’s work.



  • Multiple Intelligences- linguistic, logical- mathematical, spatial- visual, interpersonal, intrapersonal


III.SpecialNeeds/Modifications



  • Polygon drawing with sides and vertices labeled on the board.

  • Write all vocabulary words on the board. Request that students copy these words in their notebooks.

  • Complete the distance formula examples slowly on the board/overhead. Be sure that the students are following
    along.

  • Add another example using the distance formula. Use exercise 5 and find the length ofBA,ADandDC.


IV.AlternativeAssessment



  • Collect all student work when the groups have finished. Review their work and see how the students have
    justified whether their figure was concave or convex. This will show you a lot about how students were
    thinking as they worked on the assignment.


Problem Solving in Geometry


I.SectionObjectives


4.1. Basics of Geometry

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