Notes

ections, & Rotations (describe and
graph).
• Dilations - including scale factor.
• Similar Figures - finding missing measures.
• Angle Angle Theorem for similar triangles.
Unit 6 (Geometry Formulas)
• Cross sections.
• Area & circumference in terms of �.
• Area / Perimeter of composite shapes.
• Surface area (prisms, cylinders, pyramids, cones).
• Volume (prisms, cylinders, pyramids, cones, spheres.
Unit 2 (Equations and Inequalities)
• Solve multi-step equations – including clearing
denominators.
• Solve & graph multi-step inequalities.
• Literal Equations.
• Use an equation or inequality to represent a word problem.
Unit 7 (Probability)
• Fundamental counting principle.
• Permutations & Combinations.
• Probability – theoretical vs. experimental probability.
• Geometric probability.
• Compound probability.
• Inclusive & exclusive probability.
Unit 3 (Proportionality)
• Simplify complex ratios.
• Dimensional analysis.
• Solve proportions using cross products.
• Find and interpret the constant of proportionality (k).
• Direct variation.
Unit 8 (Data Analysis and Statistics)
• Measures of center.
• Measures of variability.
• Writing inferences.
• Two-way tables.
Unit 4 (Percent)
• Finding percent using number sense.
• Use the percent proportion or percent equation to
represent percent problem.
• Percent of change.
• Percent error.
• Simple Interest.
• Compound Interest.
Unit 9 (Powers and Roots)
• Simplify exponential expressions.
• The real number system.
• Operations with scientific notation.
• Approximate square and cube roots.
• Simplify square roots.
• Equations with squares and cubes.
• Pythagorean Theorem.
Unit 5 (Geometry Relationships)
• Angle relationships (vertical angles, complementary,
supplementary)
• Angles formed by parallel lines cut by a transversal.
• Triangle theorems (Triangle Sum Theorem, Exterior Angle
Theorem, Triangle Inequality Theorem).
Unit 10 (Functions)
• Relations.
• What is a function?
• Functional rules.
• Linear & Nonlinear functions.
• Characteristics of functions.