Section I
Introduction and Review
Modeling with Sequences and Functions
What is
\(\pi\)
?
Introduction to Infinite Processes
Sequences and Series
Summations and Areas
Measuring Cardiac Output: Turkeys on Treadymills
Supply and Demand: Consumer Surplus
Increasing the Number of Rectangles
Area Between Two Curves
Wealth Distribution
Center of Mass
Problems with Motion
Problems
Connecting Sums and Differences
Connections to Slope
Smaller and Smaller Intervals
Derivative as Tangent Line
Arbitrating Disputes with John Nash
Maximum and Minimum Values
Problems
Optics
Newton’s Method
Parametric Descriptions
Composition and the Chain Rule
Implicitly Defined Functions
Regression and Least Squares
Visualizing Differential Equations
Approximating Values
Population Models
Population Models
Discrete Dynamical Systems
Fixed Point
nbcalc
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