Applied Calculus with R
Thomas J. Pfaff ()
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Thomas J. Pfaff: Ithaca College, Department of Mathematics
in Springer Books from Springer
Date: 2023
ISBN: 978-3-031-28571-4
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Chapters in this book:
- Ch Chapter 1 A Brief Introduction to R
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- Ch Chapter 10 The Formal Derivative as a Limit
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- Ch Chapter 11 Basic Derivative Rules
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- Ch Chapter 12 Product Rule
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- Ch Chapter 13 Quotient Rule
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- Ch Chapter 14 Chain Rule
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- Ch Chapter 15 Derivatives with R
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- Ch Chapter 16 End Behavior of a Function - L’Hospital’s Rule
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- Ch Chapter 17 How Do We Know the Shape of a Function?
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- Ch Chapter 18 Finding Extremes
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- Ch Chapter 19 Optimization
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- Ch Chapter 2 Describing a Graph
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- Ch Chapter 20 Derivatives of Functions of Two Variables
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- Ch Chapter 21 Related Rates
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- Ch Chapter 22 Surge Function
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- Ch Chapter 23 Differential Equations - Preliminaries
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- Ch Chapter 24 Differential Equations - Population Growth Models
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- Ch Chapter 25 Differential Equations - Predator Prey
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- Ch Chapter 26 Differential Equations - SIR Model
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- Ch Chapter 27 Project: The Gini Coefficient—Prelude to Section III
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- Ch Chapter 28 Area Under Curves
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- Ch Chapter 29 The Accumulation Function
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- Ch Chapter 3 The Function Gallery
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- Ch Chapter 30 The Fundamental Theorem of Calculus
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- Ch Chapter 31 Techniques of Integration - The u Substitution
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- Ch Chapter 32 Techniques of Integration - Integration by Parts
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- Ch Chapter 4 How Fast is CO2 Increasing?
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- Ch Chapter 5 The Idea of the Derivative
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- Ch Chapter 6 Formulas Quantifying Change
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- Ch Chapter 7 The Microscope Equation
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- Ch Chapter 8 Successive Approximations to Estimate Derivatives
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- Ch Chapter 9 The Derivative Graphically
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Persistent link: https://EconPapers.repec.org/RePEc:spr:sprbok:978-3-031-28571-4
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DOI: 10.1007/978-3-031-28571-4
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