1. Arithmetic and algebra: integer comparison, function machines, powers, multiplication with negatives, brackets for expressions, solving for unknown input/output
2. Measurement and number: unit conversions (cm² to m²), standard form, writing inequalities, probability (favourability and comparison), ratio simplification, percentage to fraction
3. Geometry and shape: translation, reflection, rotation, drawing parallel lines, naming tangent and radius, symmetry recognition, naming quadrilateral with specific symmetry
4. Data and graph work: bar chart completion, comparing values, interpreting percentages from graphs, identifying best-fit graph types (line graph), drawing straight-line graphs
5. Coordinates and transformations: coordinate calculation after vector movement, working with x/y axes, identifying transformed shapes from grid movements
6. Fractions and decimals: fraction addition with simplification, approximation with inequalities, possible values within bounds, mixed number interpretation