Integrated Math 1

Justified solving step by step, fractions and the special cases, the inequality flip rule, compound and absolute value.

The one-output rule, function notation with domain and range, and arithmetic and geometric sequences.

Slope as a rate, slope-intercept and point-slope forms, parallel and perpendicular lines, and reading a linear model.

Graphing, substitution and elimination, classifying by slope, and shaded feasible regions.

Growth and decay factors, graphing, linear against exponential, and building a model from data.

Translations, reflections and rotations, sequences and symmetry, and congruence defined by rigid motion.

Distance and midpoint, parallel and perpendicular by slope, partitioning a segment, and coordinate proof.

Centre and spread, comparing distributions, two-way frequency tables, and lines of fit against causation.