Browse Visuals and Modules
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Browse Visuals and Modules
1 Functions and Models
V1.4 Family of Functions
M1.5 Exponential Functions
M1.7A Parametric Curves
M1.7B Families of Cycloids
2 Limits and Derivatives
V2.1 Secant Line and Tangent
V2.6 Tangent Zoom
V2.7 Slope-a-Scope
M2.7 How do Coefficients Affect Graphs?
3 Differentiation Rules
V3.1 Slope-a-Scope (Exponential)
V3.3 Slope-a-Scope (Trigonometric)
M3.8 The Dynamics of Linear Motion
4 Applications of Differentiation
M4.3 Using Derivatives to Sketch f
V4.4 Family of Rational Functions
M4.6 Analyzing Optimization Problems
M4.7 Newton's Method
5 Integrals
V5.1 Areas Under a Parabola
M5.2/5.9 Estimating Areas under Curves
V5.2 Integral with Riemann Sums
M5.4 Fundamental Theorem of Calculus
M5.10 Improper Integrals
6 Applications of Integration
V6.2A Approximating the Volume
V6.2B Volumes of Revolution
V6.2C A Solid With Triangular Slices
V6.4 Circumference as a Limit of Polygons
7 Differential Equations
M7.2A Direction Fields and Solution Curves
M7.2B Euler's Method
M7.6 Predator-Prey
8 Infinite Sequences and Series
M8.2 An Unusual Series and Its Sums
M8.7/8.8 Taylor Series and MacLaurin Series
9 Vectors and the Geometry of Space
V9.2 Adding Vectors
V9.3A The Dot Product of Two Vectors
V9.3B Vector Projections
V9.4 The Cross Product
M9.6A Traces of Surface
M9.6B Quadric Surfaces
M9.7 Surfaces in Cyl. and Sph. Coords
10 Vector Functions
V10.1A Vector Functions and Space Curves
V10.1B The Twisted Cubic Curve
V10.1C Visualizing Space Curves
V10.2 Secant and Tangent Vectors
V10.3A The Unit Tangent Vector
V10.3B The TNB Frame
V10.3C Osculating Circle
V10.4 Velocity and Acceleration Vectors
V10.5 Grid Curves on Parametric Surfaces
M10.5 Families of Parametric Surfaces
11 Partial Derivatives
V11.1A Animated Level Curves
V11.1B Level Curves of a Surface
V11.2 Limit that Does Not Exist
V11.4 The Tangent Plane of a Surface
V11.6A Directional Derivatives
V11.6B Maximizing Directional Derivative
M11.7 Critical Points from Contour Maps
V11.7 Families of Surfaces
V11.8 Lagrange Multipliers
12 Multiple Integrals
V12.2 Fubini's Theorem
V12.7 Regions of Triple Integrals
V12.8 Region in Spherical Coordinates
13 Vector Calculus
V13.1 Vector Fields
V13.6 A Nonorientable Surface