![]() ġ-01 The Cartesian Plane 1-02 Graphs 1-03 Linear Equations in Two Variables 1-04 Functions and Functional Notation 1-05 Graphs of Functions 1-06 Graphs of Parent Functions 1-07 Transformations of Functions 1-08 Combinations of Functions 1-09 Inverse Functions 1-10 Mathematical Modeling 02 Polynomial FunctionsĢ-01 Complex Numbers 2-02 Quadratic Functions 2-03 Polynomial Functions 2-04 Dividing Polynomial Functions 2-05 Rational Zeros of Polynomial Functions 2-06 Zeros of Polynomial Functions 2-07 Asymptotes of Rational Functions 2-08 Graphing Rational Functions 2-09 Nonlinear Inequalities 03 Exponential and Logarithmic Functionsģ-01 Exponential Functions 3-02 Logarithmic Functions 3-03 Properties of Logarithms 3-04 Solve Exponential and Logarithmic Equations 3-05 Exponential and Logarithmic Models 04 TrigonometryĤ-01 Angle Measures 4-02 The Unit Circle 4-03 Right Triangle Trigonometry 4-04 Right Triangle Trigonometry and Identities 4-05 Trigonometric Functions of Any Angle 4-06 Graphs of Sine and Cosine 4-07 Graphs of the Other Trigonometric Functions 4-08 Inverse Trigonometric Functions 4-09 Compositions Involving Inverse Trigonometric Functions 4-10 Applications of Right Triangle Trigonometry 4-11 Bearings and Simple Harmonic Motion 05 Analytic Trigonometryĥ-01 Fundamental Trigonometric Identities Part A 5-02 Fundamental Trigonometric Identities Part B 5-03 Verify Trigonometric Identities 5-04 Solve Trigonometric Equations 5-05 Sum and Difference Formulas 5-06 Multiple Angle Formulas 5-07 Product-to-Sum Formulas 06 Additional Trigonometric TopicsĦ-01 Law of Sines 6-02 Law of Cosines 6-03 Vectors 6-04 Write Vectors in Trigonometric Form 6-05 Dot Products 6-06 Trigonometric Form of a Complex Number 6-07 Trigonometric Form of a Complex Number: Operations 07 Analytic Geometry and Conic Sectionsħ-01 Lines 7-02 Parabolas 7-03 Ellipses and Circles 7-04 Hyperbolas 7-05 Rotated Conics 7-06 Parametric Equations 7-07 Polar Coordinates 7-08 Graphs of Polar Equations 7-09 Polar Equations of Conics 08 Systems of Equations and InequalitiesĨ-01 Nonlinear and Linear Systems 8-02 Two-Variable Linear Systems 8-03 Multivariable Linear Systems 8-04 Partial Fractions 8-05 Systems of Inequalities 8-06 Linear Programming 09 Matricesĩ-01 Matrices and Systems of Equations 9-02 Gaussian Elimination 9-03 Matrix Operations 9-04 Inverse Matrices 9-05 Determinants of Matrices 9-06 Applications of Matrices 10 Sequences and Seriesġ0-01 Sequences 10-02 Series 10-03 Arithmetic Sequences and Series 10-04 Geometric Sequences and Series 10-05 Mathematical Induction 10-06 Binomial Theorem 10-07 Counting Principles 10-08 Probability 11 Analytic Geometry in Three Dimensionsġ1-01 3-D Coordinate System 11-02 Vectors In Space 11-03 Cross Products 11-04 Lines and Planes in Space 12 Introduction to Calculusġ2-01 Introduction to Limits 12-02 Evaluate Limits 12-03 Derivatives 12-04 Limits at Infinity and Limits of Sequences 12-05 Integrals Wright's Math Extravaganza Youtube channel. Precalculus 12 Introduction to Calculus.pdf Precalculus 11 Analytic Geometry in Three Dimensions.pdf Precalculus 08 Systems of Equations and Inequalities.pdf Precalculus 07 Analytic Geometry and Conic Sections. Precalculus 06 Additional Trigonometric Topics.pdf Precalculus 03 Exponential and Logarithmic Functions.pdf Precalculus 12 Introduction to Calculus.pptxĪs pdf files Precalculus 01 Functions and Graphs.pdf Precalculus 11 Analytic Geometry in Three Dimensions.pptx Precalculus 08 Systems of Equations and Inequalities.pptx ![]() Precalculus 06 Additional Trigonometric Topics.pptx Precalculus 05 Analytic Trigonometry.pptx ![]() Precalculus 03 Exponential and Logarithmic Functions.pptx Students will apply mathematics formulas to calculate various geometric measures in the relationships between the height of a lunar communication tower and the tower’s communications range.Are you not my student and have these helped you? Precalculus Class Notes As PowerPoint files Precalculus 01 Functions and Graphs.pptx Students will apply trigonometric functions when using data from the liftoff of the Lunar Lander from the Moon's surface. The Lunar Lander - Ascending from the Moon.Students will investigate, analyze and model the communication time lag between Earth and Mars. ![]() Students will describe the circular orbits of the space shuttle and the International Space Station (ISS) and predict the trajectory of the space shuttle as it rendezvous’ with the ISS. Students will use spherical coordinates and vector addition to find position coordinates of the space shuttle with respect to the Earth’s center. Students will study the flight pattern of NASA’s C-9 jet using their knowledge of precalculus and parametric equations. Students will study the movement and mechanics of the robotic arm on the ISS using their knowledge in geometry and precalculus.
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