Use this resource guide if you are in semester long precalculus for spring 2019.
College - Sample Teacher Recommendation Letter
College - Sample Personal Statement Unit 1: Building Functions 1.1 Function Notation 1.2 Properties of Functions |
FINAL EXAM PRACTICE QUESTIONS ANSWER KEY! Click here for access
Review Flipchart FINAL EXAM NEED TO KNOWS! NCFE Review Video #1 NCFE Review Video #2 NCFE Review Video #3 NCFE Review Video #4 |
1.3 Parent Functions 1.4 Transformations of Parent Functions
- Lesson 1.4: 1.4_transformations.pdf
1.5 Piecewise Functions and continuity
1.6 Combinations 1.6 Compositions 1.7 Inverse Functions 1.8 Domain and Range in Interval Notation RUnit 2: Exponential, Logarithmic, and Logistic Functions
2.1 Analyzing Exponential Functions 2.2 Types of Exponential Growth - 3 Interest Formulas: simple, compound, and continuous compounding 2.3 Properties of Logarithms 2.4 Solving equations using logarithms and exponentiation CRITTER PROJECT EXAMPLE FOR STEPS 2 AND 3! Unit 3: Polynomial and Rational Functions 3.1 Writing Equations of Polynomial Functions 3.2 End Behavior of Polynomials 3.3 Solving Polynomial Inequalities 3.4 Graphing Rational Functions and identifying their parts 3.5 Analyzing Limits of Functions 3.6 Solving Rational Equations and Checking for Extraneous Solutions 3.6 Solving Rational Equations Practice Day #2 Unit 4: Triangle Trigonometry 4.1 Using SOHCAHTOA for right triangles 4.2 Using Law of Sines for nonright triangles 4.3 Using Law of Cosines for nonright triangles 4.4 Mixed Review Unit 5: The Unit Circle and its Graphs 5.1 Angle Basics 5.2 The Unit Circle 5.3 Using the Unit Circle to find solutions! NO CALCULATORS ALLOWED! 5.4 Graphing and Transforming Trig Graphs Unit 6: Analytic Trigonometry 6.1 Using Reciprocal Identities and Quotient Identities to simplify expressions 6.2 Using Pythagorean Identities 6.3 Using all identities to simplify expressions 6.4 Solving Trigonometric Equations Unit 6 Study Guide 6.5 Closeout Day Unit 7: Conics 7.1 Circles 7.2 Ellipses 7.3 Hyperbolas 7.4 Parabolas Unit 8: Polar, Parametric, and Vector Functions 8.1 Polar Points and Rectangular Points 8.2 Converting Polar and Rectangular Points 8.3 Converting Polar and Rectangular Equations and Functions 8.4 Polar Graphs - Rose Curves, Limacons, etc. 8.5 Parametric Functions 8.6 Eliminating the Parameter - 2 methods 8.7 Vectors Unit 9: Sequences and Series 9.1 Arithmetic and Geometric Explicit Sequences 9.2 Recursive Formulas and sequences 9.3 Summation Notation and Sigma 9.4 Series and their formulas 9.5 Convergent and Divergent Geometric Sequences/Series |
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