Course: Math 2
90-Day Pacing Guide
Day Lesson Day Lesson
1 Creating and Solving Linear Equations 46 Triangle Congruency Part I – SSS & SAS
2 Direct Variation and its Applications (time, distance,speed) 47 Triangle Congruency Part II – ASA & AAS
3 Inverse Variation and its Applications (force and Newtons) 48 Triangle Inequalities
4 Power Functions and Equations 49 Polygon Similarity
5 Combined Variation and its Applications 50 Review
6 Intro to Recursive and Arithmetic Sequences 51 Unit # 5 Test – Triangle Thms, Congruency, Similarity
7 Graph Linear Equations and Solve System by Graph 52 Right Triangle Similarity
8 Solve System by Algebra: Substitution and Elimination 53 Pythagorean Theorem and its Converse
9 System of Linear Inequalities / Intro to Linear Program 54 Special Right Triangles
10 Review 55 Right Triangle Trig – 3 Basic Trig Ratios
11 Unit # 1 Test – Variation & Linear Equations/Systems 56 Right Triangle Trig – Angle of Elevation & Depression
12 Sketch Geometric Ideas on Coordinates System 57 Non-Right Triangle Trig – Law of Sines
13 Prove Geometric Ideas w/ Coordinates (slope/lengths) 58 Non-Right Triangle Trig – Law of Cosines
14 Geometric Transformations – Translations 59 Practice Solving Right & Non-Right Triangles
15 Geometric Transformations – Reflections & Rotations 60 Perimeter/Area of Triangles using Trig (include rhombus & shaded regions)
16 Geometric Transformations – Dilations 61 (3 Basic) Trig Graphs (focus on general shape of graph & amplitude)
17 Geometric Transformations – Combinations 62 Review
18 Review 63 Unit # 6 Test – Triangle Trigonometry and Trig Graphs
19 Unit # 2 – Geometry and Coordinate System 64 Intro to 3-D Figures, Net Shapes, Cross Sections
20 Add, Subtract, and Multiply Polynomials 65 Prisms, Cylinders, and Spheres
21 Factoring Quadratics/Polynomials (Use all methods) 66 Pyramids and Cones
22 Function Notation and Domain/Range (Ineq Notation) 67 Composite Shapes
23 Properties of Quad Functions (std form vs. vertx form – no complete sq) 68 Modeling with 3-D Figures (Applications)
24 Translations with Quadratic Functions and its Graph 69 Review
25 Solve Quadratic Equations by Factoring 70 Unit # 7 Test – Three Dimensional Shapes
26 Solve Quad Eqs by Sq. Roots & QF (no i , discriminant) 71 The Fundamental Counting Principle (Experimental vs. Theoretical)
27 Quadratic Word Problems (include max profit probs) 72 Permutations and Combinations
28 System of Lines and Quadratic Equations 73 Applications with Probability (includes Geometric Prob)
29 Eqs of Circles and System of Lines/Circles (rev midpt/distance) 74 Multiplication Rule for Probability (Indep vs. Depend , Tree Diagram)
30 Review 75 Addition Rule for Probability (Exclusive vs Inclusive, Venn Diagram)
31 Unit # 3 – Nonlinear Functions, Equations, Systems 76 Conditional Probability
32 Laws of Exponents (Review all properties) 77 Review
33 Simplify, Multiply, and Divide Radicals 78 Unit # 8 Test – Probability
34 Rational (aka Fractional) Exponents 79 Review for Exams
35 Solve Radical Equations and Models 80 Review for Exams
36 Radical Functions (starting point, translate, & D/R) 81 Review for Exams
37 Solve Exp Eqs and Models (No Logs, investments, growth/decay) 82 Review for Exams
38 Rational/Exponential Functs (asymptotes, translate, D/R , even/odd) 83 Review for Exams
39 Review 84 Review for Exams
40 Unit # 4 Test – Radical/Exp/Rat Functions & Equations 85 Review for Exams
41 Triangle Thms PI – Midsegment & Perp/Angle Bisect 86 Exams
42 Triangle Thms PII – Concurrent Perp/Angle Bisect 87 Exams
43 Triangle Thms PIII – Concurrent Medians/Altitude 88 Exams
44 Review for Midterm Exam 89 Exams
45 Midterm Exam 90 Exams
Note: Math 2 Honors should include extra topics such as the following:
More in-depth Linear Programming Problems, Introduce Geometric Sequences, Introduce Interval Notation, Introduce
Complex Numbers & Solve QE with them, Introduce Logarithms, Law of Sines & Cosines Word Problems, Area of a Triangle
using trigonometry that involve using Law of Sines/Cosines and Geometric Probability using trig area
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