Calculus for Business and Social Sciences Class Notes

Section of Bittinger et al., Calculus and its Application, 3rd edition

Completed Versions (coming later)
Section 1.1: Limits: A Numerical and Graphical Approach (not Notes, just the Handout) 1.1 Notes from Fall 2026
Section 1.2: Algebraic Limits and Continuity 1.2 Notes from Fall 2026
Section 1.3: Average Rates of Change 1.3 Notes from Fall 2026
Section 1.4: Differentiation Using Limits of Difference Quotients 1.4 Notes from Fall 2026
Section 1.5: Leibniz Notation and the Power and Sum-Difference Rules 1.5 Notes from Fall 2026
Section 1.6: The Product and Quotient Rules with Average Cost, Revenue, and Profit 1.6 Notes from Fall 2026
Section 1.7: The Chain Rule 1.7 Notes from Fall 2026
Section 1.8: Higher Order Derivatives 1.8 Notes from Fall 2026
Section 2.1: Review: Exponential and Logarithmic Functions 2.1 Notes from Fall 2026
Section 2.2: Derivatives of Natural Exponential Functions 2.2 Notes from Fall 2026
Section 2.3: Derivatives of Natural Logarithmic Functions 2.3 Notes from Fall 2026
Section 2.4: Applications: Uninhibited and Limited Growth Models 2.4 Notes from Fall 2026
Section 2.5: Application: Exponential Decay 2.5 Notes from Fall 2026
  2.6 Notes from Fall 2026
  3.1 Notes from Fall 2026
  3.2 Notes from Fall 2026
  3.4 Notes from Fall 2026
  3.5 Notes from Fall 2026
  3.6 Notes from Fall 2026
  3.8 Notes from Fall 2026
  4.1 Notes from Fall 2026
  4.2 Notes from Fall 2026
  4.3 Notes from Fall 2026
  4.4 Notes from Fall 2026
  4.5
  4.6
  5.1
  5.2
  5.3
  6.1
  6.2
  6.3
  6.5
  6.6