This chapter explores lines and quadrilaterals. The objectives for this chapter are; Imagining and describing 2D shapes, Parallel and perpendicular lines, properties of rectangles and squares and properties of common quadrilaterals. No prior knowledge...
This chapter explores square and cubic units. The objectives of this chapter are; to be able to convert between different units of area and volume, and solve area, volume and capacity problems with mixed...
This chapter explores angles in parallel lines. The objectives of this chapter are; to understand and be able to use alternate, supplementary and corresponding angles in parallel lines. What are parallel lines? Parallel lines...
This chapter explores angle reasoning. It covers using the symmetries of a square, an equilateral triangle and an isosceles triangle to work out triangles. No prior knowledge is required for this chapter. Folding a...
This shape explores reflecting shapes. It covers reflecting shapes around a coordinate grid and describing reflections using mirror lines. No prior knowledge is required for this chapter. In this chapter you’ll explore how to...
This chapter covers motion in a vertical place. It covers applying the constant acceleration formulae to solve problems relating to vertical motion under gravity and the constant acceleration formulae. What is gravity? Gravity is...
This chapter explores area scale factors. You’ll discover the connection between the linear scale factor and the area scale factor of similar shapes. You’ll also explore working with lengths and areas of similar shapes....
The chapter explores shape enlargements. It covers enlarging shapes using scale factors and centres of enlargement. And then goes on to cover enlarging shapes within a coordinate grid and then describing enlargements. When working...
This chapter explores mixed numbers and improper fractions. It covers converting improper fractions to mixed numbers, multiplying fractions by whole numbers and adding fractions to make whole numbers. Improper fractions Michael ate thirds of...
When you take a fraction such as y = f(x) or between two limits on the x-axis and rotate this part of the curve around the x-axis the shape formed will be a 3...
