measurementandspace

2D shapes: Dissect two-dimensional shapes and rearrange them using translations, reflections and rotations

  • Use the terms translatereflect and rotate to describe transformations of two-dimensional shapes
  • Dissect and rearrange one shape to make another
  • Recognise that translations, reflections or rotations change the position and orientation but not the size of shapes (Reasons about spatial orientation)

Area: Find the area of composite figures

  • Find different ways to calculate the area of a composite L-shape figure

Area: Calculate the area of a parallelogram using subdivision and rearrangement

  • Show how to transform a parallelogram into a rectangle to find its area
  • Record, using words, a method for finding the area of any parallelogram

Area: Determine the area of a triangle

  • Investigate the area of a triangle by comparing it to the area of a parallelogram with the same base length and height
  • Establish the relationship between the area of a triangle and the area of a parallelogram formed by duplicating and rotating the triangle
  • Record, using words, a method for finding the area of any triangle