9/28 - Differentiation Rules
9/29- Differentiation Rules
9/30 - Differentiation Rules
10/1 - Applications of Derivatives
10/2- Applications of Derivatives
9/21 - Function Differentiability
9/22- Numerical Derivative of a Function
9/23 - Continuity V.S. Differentiability
9/24 - Numerical Derivative Practice
9/25- Differentiation
9/14 - Slope, Tangent, and Normal Lines
9/15- Slope, Tangent, and Normal Lines
9/16 - Derivative of a Function
Due: Wednesday (9/23) - Unit 2 Project
9/17 - Derivative of a Function
9/18- Derivative of a Function
9/8 - No School
9/9 - Goals and Expectations
9/10 - Continuous Functions
9/11 - Continuous Functions
9/12 - Intermediate Value Theorem
8/31 - Limits involving Infinity & Vertical and Horizontal Asymptotes
9/1 - Limits involving Infinity & Vertical and Horizontal Asymptotes Practice
9/2 - Continuous Functions
9/3 - Contintuous Functions Practice
9/4 - No School
8/24 - Rates of Change, Limits, and The Squeeze Theorem
8/25 - Rates of Change, Limits, and The Squeeze Theorem Practice
8/26 - Rates of Change, Limits, and The Squeeze Theorem Practice
8/27 - Rates of Change, Limits, and The Squeeze Theorem Practice
8/28 - Limits involving Infinity & Vertical and Horizontal Asymptotes
8/17 - Graphing Exponential and Logarithmic Functions
8/18 - Base e & Logarithmic Properties
8/19 - Modeling with Exponential and Logarithmic Functions
8/20 - Parametric Equations
8/21 - Parametric Equations Practice
8/10 - Syllabus Day
8/11 - Composition of Functions
8/12 - Symmetry
8/13 - Piecewise Defined Functions
8/14 - Piecewise Defined Functions