wolfram
Wolfram Mathematica Labs for Single and Multivariable Calculus
[Originally created with Mathematica 8.0] * denotes AP Calculus BC only
01: Investigating Limits
[ .pdf ]
[ .nb ]
02: Rates of Change
[ .pdf ]
[ .nb ]
03: The Derivative
[ .pdf ]
[ .nb ]
04: Derivatives Graphically
[ .pdf ]
[ .nb ]
05: Higher Derivatives
[ .pdf ]
[ .nb ]
06: Extrema
[ .pdf ]
[ .nb ]
07: Inflection Points
[ .pdf ]
[ .nb ]
08: Implicit Differentiation
[ .pdf ]
[ .nb ]
09: Differential Equations
[ .pdf ]
[ .nb ]
10: Integrals
[ .pdf ]
[ .nb ]
11: Riemann Sums
[ .pdf ]
[ .nb ]
12: Improper Integrals*
[ .pdf ]
[ .nb ]
13: Accumulating Functions
[ .pdf ]
[ .nb ]
14: Sequences and Series*
[ .pdf ]
[ .nb ]
15: Dot Product[ .pdf ]
[ .nb ]
16: Cross Product
[ .pdf ]
[ .nb ]
17: Lines and Planes
[ .pdf ]
[ .nb ]
18: Curvature, T(t),N(t), B(t)
[ .pdf ]
[ .nb ]
19: Multivariable Functions
[ .pdf ]
[ .nb ]
20: Partial Derivatives
[ .pdf ]
[ .nb ]
21: The Chain Rule
[ .pdf ]
[ .nb ]
22: The Gradient
[ .pdf ]
[ .nb ]
23: Lagrange Multiplier
[ .pdf ]
[ .nb ]
00: Taylor Series with Mathematica
[ .zip ]
Interactive Demonstrations: Calculus Concepts
[ Download Mathematica Player (free) ]