6090 Connected Math 3: Math 8 continues the themes of computation, algebra and patterns, measurement, geometry, probability and statistics, and number sense that were developed in the Math 7 course. Computational skills will be reinforced (whole numbers, fractions, decimals, integers) and extended to working with rational numbers. Computational proficiency is a course exit expectation. While concrete, "real world" application continues to be a focus, investigations of mathematical ideas are designed to develop more abstract conceptual thinking. Mathematical reasoning, solving mathematical problems, and being able to communicate this information to others are emphasized throughout the course.

6351 Integrated 1: Integrated I interweaves mathematical topics of algebra, geometry statistics, probability, trigonometry, and discrete mathematics. Level I includes expressions, linear equations and graphs, inequalities, systems of linear equations, and quadratic equations and graphs. Topics from geometry that are introduced include coordinate geometry, transformations, similarity area, solid geometry, and trigonometric ratios. Students use inductive reasoning to investigate patterns and create mathematical models for real-world situations. Students also study experimental, theoretical, and geometric probability and statistical measures and graphs.

6352 Integrated 2: Integrated 2 is the second year course in the integrated mathematics sequence. The spiraling of algebra, geometry, trigonometry, probability, statistics, discrete mathematics and functions continues. Level 2 has a strong geometry/logical reasoning strand that includes such topics as inductive and deductive reasoning, coordinate geometry in two- and three- dimensions, implications, arguments and postulates in algebra. Students write two column, paragraph, and flow proofs about similar and congruent triangles. New algebra topics include indirect variation, complex numbers, the binomial theorem, and rational and cubic equations. Matrices are introduced and used to represent transformations and systems of equations. Other topics include special right triangles, counting techniques, probability and odds, Pascal's triangle, and binomial experiments. Prerequisite: successful completion of Integrated 1.