MTH 261 - Applied Calculus I
Review Topics
Handouts
- Combining Algebraic Expressions
- Exponents, Radicals, and Scientific Notation
- Factoring Methods
- How to Be a Successful Online Learner
- Procedure for Graphing Polynomial Functions
Videos
How to work with fractions
Solving and simplifying equations
- One Variable Equations
- Two Variable Equations
- Factoring Polynomials
- Factoring Polynomials by Grouping
Simplifying Roots
Graphing functions
Linear Inequalities
Working with Polynomial equations
Course Essentials
Handouts
- Calculus Limits
- Common Derivatives and Integrals
- How to Be a Successful Online Learner
- Tips for Using MyLab Math
Videos
- TI-83/84 Calculator Tutorial: Algebraic Operations
- TI-83/84 Calculator Tutorial: 2nd Key and Alpha Key
- TI-83/84 Calculator Tutorial: Log and Natural Log
- TI-83/84 Calculator Tutorial: Graphing
- TI-83/84 Calculator Tutorial: Saving Variables
- Limits
- Derivatives: The Power Rule
- Derivatives: The Product Rule
- Derivatives: The Quotient Rule
- Derivatives: The Chain Rule
- Implicit Differentiation
- Define Integrals
- Indefinite Integrals
Review Topics
Handouts
- Combining Algebraic Expressions
- Exponents, Radicals, and Scientific Notation
- Factoring Methods
- How to Be a Successful Online Learner
- Procedure for Graphing Polynomial Functions
Videos
How to work with fractions
Solving and simplifying equations
- One Variable Equations
- Two Variable Equations
- Factoring Polynomials
- Factoring Polynomials by Grouping
Simplifying Roots
Graphing functions
Linear Inequalities
Working with Polynomial equations
Course Essentials
Handouts
- Calculus Limits
- Common Derivatives and Integrals
- How to Be a Successful Online Learner
- Tips for Using MyLab Math
Videos
- TI-83/84 Calculator Tutorial: Algebraic Operations
- TI-83/84 Calculator Tutorial: 2nd Key and Alpha Key
- TI-83/84 Calculator Tutorial: Log and Natural Log
- TI-83/84 Calculator Tutorial: Graphing
- TI-83/84 Calculator Tutorial: Saving Variables
- Limits
- Derivatives: The Power Rule
- Derivatives: The Product Rule
- Derivatives: The Quotient Rule
- Derivatives: The Chain Rule
- Implicit Differentiation
- Define Integrals
- Indefinite Integrals