This chapter explores partial fractions. The objective for this chapter is to integrate a fraction using partial fractions. Before attempting the chapter you must have prior knowledge of partial fractions, and integrating simple fractions...
This chapter explores integrating fractions. It covers recognising integrals of the form; …and integrating fractions using the chain rule backwards. Before attempting this chapter you must have prior knowledge of integrating simple fractions by...
This chapter explores quadratic inequalities. The chapter insures that you gain knowledge that quadratic inequalities have two limits and solving quadratic inequalities by inspecting the graph. Before attempting this chapter you must have prior...
This chapter explores radians, arcs, and areas. Before attempting the chapter you must have prior knowledge of finding lengths of arcs and areas of segments using degrees. This chapter explores using radians to measure...
This chapter explores linear inequalities. Before attempting this chapter you must have prior knowledge of solving linear equations. The chapter covers solving linear inequalities, displaying the solutions on a number line, solving double-ended inequalities,...
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 article explores the topic trigonometry missing sides. The objectives for this section are being able to use the sine, cosine and the tangent formulae to find the missing sides in a triangle. You...
This chapter explores surface areas of complex shapes. The objectives of this chapter are being able to calculate the surface areas of pyramids, cones and spheres and simple combinations of these solids. No prior...
