Understand the logic of basic function shapes and how the variables $a$ and $q$ control them.
Master linear equations, literal equations, simultaneous equations, and inequalities — with full worked examples and the logic behind every step.
Master the logic of solving for x and balancing the scale.
Master finding the general term of a linear pattern, solving for n, finding terms from given conditions, word problems, and the connection to straight-line graphs — with full worked examples and exam strategies.
Master the logic of linear patterns and common differences.
Master Venn diagrams, the addition rule, mutually exclusive events, and filling in diagrams from data — with full worked examples.
Master the logic of chance, Venn diagrams, and the Addition Rule.
Master the five-number summary, box-and-whisker plots, and interpreting data spread.
Master the logic of data collection, central tendency, and box-and-whisker plots.
Master parallel line angle pairs, triangle properties and congruence, the mid-point theorem, special quadrilateral properties, and how to write geometry proofs — with full worked examples and exam strategies.