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Course Summary
Learn everything you need to know to pass your Precalculus class and prepare you to go into Calculus 1 with a solid understanding of what’s going on. Video explanations, text notes, and quiz questions that won’t affect your class grade help you “get it” in a way most textbooks never explain.
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Course outline
The curriculum includes:
Analytic geometry
Graph of a single point or no points
Set of points equally distant from two points
Set of points unequally distant from two points
Eccentricity and directrix of a conic section
Vertex, axis, focus, directrix of a parabola
Equation of a parabolic conic section
Polar equation of a parabolic conic section
Vertex, axis, focus, directrix of an ellipse
Equation of an elliptic conic section
Polar equation of an elliptical conic section
Vertex, axis, focus, directrix of a hyperbola
Equation of a hyperbolic conic section
Polar equation of a hyperbolic conic section
Hyperbolic identities
Imaginary and complex numbers
Polar form of complex numbers
Multiplying complex numbers
Inverse trig functions
Inverse trig relations
Graphs of inverse trig functions
Finding the value of an inverse trig function
Polar coordinates
Converting polar coordinates
Converting rectangular coordinates
Expressing a polar point multiple ways
Converting polar equations
Converting rectangular equations
Graphing polar curves
Graphing circles
Graphing roses
Graphing cardioids
Graphing limacons
Graphing lemniscates
Intersection points of polar curves
Graphing a polar region in the xy-plane
Parametric curves
Sketching a parametric curve and its orientation
Writing the equation as a parametric curve
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Step-by-step videos
Course notes and flashcards
Practice quizzes
Bonus practice workbooks
Comprehensive formula sheets
Summary study sheets
Practice final exams
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