# LMS Modules

We are working on creating modules that instructors can integrate into their LMS (learning management system). Each module include a set of pre-video questions, an intellectual need-provoking task and video, instructional videos, and post-video questions. These modules can be customized after importing into your LMS.

These materials Coming Soon!!!

Topic | Canvas | Blackboard | Moodle | Brightspace/D2L | Sakai |
---|---|---|---|---|---|

Constant Rates of Change | |||||

Graphing Constant Rate of Change | |||||

Varying Rates of Change | |||||

Graphing Varying Rates of Change | |||||

Average Rates of Change | |||||

Approximating Instantaneous Rates of Change | |||||

Continuity | |||||

Differentiability and Local Linearity | |||||

Limit Definition of Derivative | |||||

Using the Limit Definition of Derivative | |||||

Interpreting Derivatives | |||||

Slopes of Secant and Tangent Lines | |||||

Graphing Derivatives | |||||

Basic Derivative Rules | |||||

The Product Rule | |||||

The Quotient Rule | |||||

The Chain Rule | |||||

l'Hopital's Rule | |||||

Mean Value Theorem | |||||

Related Rates | |||||

Implicit Differentiation | |||||

Introduction to Optimization | |||||

Optimization: Algebraic Modeling | |||||

Introduction to Riemann Sums | |||||

Riemann Sum Notation | |||||

Definite Integrals | |||||

Antiderivatives | |||||

The Fundamental Theorem of Calculus, Part 1 | |||||

The Fundamental Theorem of Calculus, Part 2 | |||||

U-Substitution |