Symmetric Figures Homework Extension provides additional questions which can be used as homework or an in-class extension for the Year 4 Symmetric Figures Resource Pack. These are differentiated for Developing, Expected and Greater Depth.
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This pack includes:
Mathematics Year 4: (4G2b) Identify lines of symmetry in 2-D shapes presented in different orientations.
Mathematics Year 4: (4G2c) Complete a simple symmetric figure with respect to a specific line of symmetry.
Differentiation:
Questions 1, 4 and 7 (Varied Fluency)
Developing Say whether the statement is true or false when relating to shapes reflected in 1 mirror line. Shapes including squares, rectangles and right angled triangles.
Expected Say whether the statement is true or false when relating to shapes reflected in 1 mirror line. Shapes including regular polygons.
Greater Depth Say whether the statement is true or false when relating to shapes reflected in a diagonal mirror line. Shapes including irregular polygons.
Questions 2, 5 and 8 (Varied Fluency)
Developing State which option would complete the symmetrical pattern. Patterns include 1 line of symmetry, no more than 8 squares arranged in a solid formation on the mirror line.
Expected State which option would complete the symmetrical pattern. Patterns include 1 line of symmetry, no more than 12 squares arranged in a random formation close to the mirror line.
Greater Depth State which option would complete the symmetrical pattern. Patterns include 1 line of symmetry, no more than 12 squares arranged in a random formation using the whole grid.
Questions 3, 6 and 9 (Reasoning and Problem Solving)
Developing Explain if the statement is correct. Patterns include 1 line of symmetry, no more than 8 squares arranged in a solid formation on the mirror line.
Expected Explain if the statement is correct. Patterns include 1 line of symmetry, no more than 12 squares arranged in a random formation close to the mirror line.
Greater Depth Explain if the statement is correct. Patterns include up to 2 line of symmetry, no more than 12 squares arranged in a random formation using the whole grid.
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