Math: Get ready courses Ages 14-18 ● Media ready

Get ready for AP® Calculus

9 units 77 lessons 34 videos 10 on CDN

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Unit 2 Get ready for limits and continuity

1 Evaluating functions Free 5 video(s) ● 2 Inputs and outputs of a function Free 1 video(s) ● 3 Composing functions Free 4 video(s) ● 5 Piecewise functions 🔒 Pro 7 Introduction to factoring 🔒 Pro 8 Factoring quadratics intro 🔒 Pro 9 Factoring quadratics by grouping 🔒 Pro 11 Factoring quadratics with difference of squares 🔒 Pro 12 Factoring quadratics with perfect squares 🔒 Pro 13 Factoring higher degree polynomials 🔒 Pro 15 Introduction to the trigonometric ratios 🔒 Pro 16 The reciprocal trigonometric ratios 🔒 Pro 2 video(s) 17 Unit circle introduction 🔒 Pro 18 Radians 🔒 Pro 19 The Pythagorean identity 🔒 Pro 21 Special trigonometric values in the first quadrant 🔒 Pro 22 Trigonometric identities on the unit circle 🔒 Pro 4 video(s) 23 Angle addition identities 🔒 Pro 2 video(s) 25 Reducing rational expressions to lowest terms 🔒 Pro 26 End behavior of rational functions 🔒 Pro 27 Discontinuities of rational functions 🔒 Pro 28 Multiplying and dividing rational expressions 🔒 Pro 9 Get ready for infinite sequences and series (BC only): Unit test 🔒 Pro

Unit 3 Get ready for differentiation: definition and basic derivative rules

1 Intro to slope-intercept form 🔒 Pro 2 Writing slope-intercept equations 🔒 Pro 3 Point-slope form 🔒 Pro 4 Average rate of change 🔒 Pro 6 Rational exponents 🔒 Pro 7 Properties of exponents 🔒 Pro 9 Introduction to logarithms 🔒 Pro

Unit 4 Get ready for differentiation: composite, implicit, and inverse functions

1 Composing functions 🔒 Pro 3 Linear equations with unknown coefficients 🔒 Pro 4 Intro to inverse functions 🔒 Pro 6 Invertible functions 🔒 Pro 7 Inverse trigonometric functions 🔒 Pro 2 video(s) 9 Inverse functions in graphs and tables 🔒 Pro 10 Verifying inverse functions by composition 🔒 Pro

Unit 5 Get ready for contextual applications of differentiation

1 Word problems with multiple units 🔒 Pro 2 Linear equations word problems 🔒 Pro 3 Interpreting function notation 🔒 Pro 4 Average rate of change word problems 🔒 Pro 5 Modeling with composite functions 🔒 Pro 7 Modeling with right triangles 🔒 Pro 8 Volume and surface area 🔒 Pro

Unit 6 Get ready for applying derivatives to analyze functions

1 Maximum and minimum points 🔒 Pro 2 Intervals where a function is positive, negative, increasing, or decreasing 🔒 Pro 3 Interpreting features of graphs 🔒 Pro 5 Distance formula 🔒 Pro 6 Square-root equations 🔒 Pro 8 Zeros of polynomials 🔒 Pro 9 Positive and negative intervals of polynomials 🔒 Pro

Unit 7 Get ready for integration and accumulation of change

1 Completing the square 🔒 Pro 3 Dividing quadratics by linear factors 🔒 Pro 4 Dividing polynomials by linear factors 🔒 Pro 6 Partial fraction expansion 🔒 Pro 2 video(s) 7 Summation notation 🔒 Pro

Unit 8 Get ready for applications of integration

1 Rational equations 🔒 Pro 2 Square-root equations 🔒 Pro 3 Extraneous solutions 🔒 Pro 4 Sinusoidal equations 🔒 Pro 1 video(s) 5 Manipulating formulas 🔒 Pro 7 Solving equations by graphing 🔒 Pro 9 2D vs. 3D objects 🔒 Pro 10 Cavalieri's principle and dissection methods 🔒 Pro

Unit 9 Get ready for parametric equations, polar coordinates, and vector-valued functions (BC only)

1 Sectors 🔒 Pro 2 Vectors introduction 🔒 Pro 3 Vector components 🔒 Pro 4 Magnitude of vectors 🔒 Pro 5 Scalar multiplication 🔒 Pro 6 Direction of vectors 🔒 Pro 2 video(s) 7 Vector components from magnitude & direction 🔒 Pro 1 video(s)

Unit 10 Get ready for infinite sequences and series (BC only)

1 Arithmetic sequences 🔒 Pro 2 Geometric sequences 🔒 Pro 4 Summation notation 🔒 Pro 5 Arithmetic series 🔒 Pro 6 video(s) 6 Geometric series 🔒 Pro 2 video(s) 8 End behavior of rational functions 🔒 Pro