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Wellington College – MYP Unit Plan_Wellington College – M
Updated:2012-01-14 Category:college
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Wellington College – MYP Unit Plan

Subject Mathematics Unit Title Geometry 1 Form 3 Term Mich 3 Weeks 4

Step 1: determine the guiding principles of the unit

Area of Interaction Significant Concept(s) Human Ingenuity Aesthetics: maths in nature and art.

Different axioms mean different geometries.

Unit Question How many geometries are there? What are the ‘rules’ of geometry? What do we mean by a different geometry?

Step 2: determine the objectives and appropriate forms of assessment

MYP Objectives to be Addressed By the end of this unit, pupils should:
    Know and understand angle properties; on a straight line, parallel lines, intersecting lines. Know and understand the sum of angles in triangles, quadrilaterals, and other polygons and be able to solve appropriate problems. Be able to accurately use a compass to construct angles and shapes. Know what shapes tessellate and why. Understand how Taxicab Geometry differs from Euclidean Geometry. To be able to sketch a taxi circle and find the locus of point taxiequidistant from points A and B. Understand why Euclid could only have answered one of the unit questions. MYP Assessment Tasks to be Used What tasks will allow pupils to respond to the unit question and show evidence of understanding?
      End of unit test Display work; design tessellations Group work and presentations

      .

      MYP Assessment Criteria to be Used By what standards will pupil performance be measured?

      A: Know and demonstrate understanding of relevant concepts / techniques

      B: Recognise and describe shapes and angle properties.

      C: Use appropriate language and different forms of representation

      D: Understand the restrictions of geometry and its power.

      Step 3: Outline the learning process

      Timing Content Learning Experiences & ATL Teaching Strategies Resources Week numbers

      1

        Angle Properties of Parallel and Intersecting Lines Angles in Triangles and Quadrilaterals Class activity work.

        Drawing and measuring angles.

        Cutting up triangles and placing the angles on a line.

        Investigate properties of cyclic quadrilaterals.

        Student led investigative work to find relationships between angles. WM4

        Longman IGCSE 1, 2

        Worksheets

        Task Maths 2

        2
          Angles in Polygons Properties of regular polygons Draw and measure angles.

          Investigate the relationship between interior and exterior angles of polygons.

          Investigation leading to the formula

          S = 180(n – 2)

          Group work to discover the angle properties of polygons.
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