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  • Syllabus
    • Syl-Kaf-Spring 2023- MATH 211-F.pdf
  • Supplemental instruction link
    • Supplemental instruction link
  • Drop-In-Tutoring- Instruction
    • Drop-In- Tutoring Instruction
  • Student Registration Instructions
    • Student_Registration_Handout_kaffel39954.pdf
  • MML Assignment and exam calendar
    • MML Assignment and exam calendar.pdf
    • Important Dates
  • Important documents (slides, notes, practice problems)
    • Dr. Kaffel 's slides, notes and practice problems
    • Foundation for Calculus
    • Videos links from the Pearson Textbook
    • Additional Resources
    • Kaffel-Notes-A--
  • Video links for each section
    • Video links for each section.pdf
  • Supplement notes and slides for chapter 1: The concept of functions
    • what is a function.pdf
    • functions_basics.pdf
    • functions_essential.pdf
    • New functions from old.pdf
    • exp-log.pdf
    • Applications of functions to economics.pdf
  • Supplement notes and slides for chapter 2: Limits and the Derivative
    • print_03_limits_intro.pdf
    • print_04_limit_laws.pdf
    • print_05_limits_precise.pdf
    • print_07_limits_at_infinity.pdf
    • print_06_continuity.pdf
    • print_09_derivatives_intro.pdf
    • print_10_derivatives_as_functions.pdf
  • Supplement notes and slides for chapter 3: Additional Derivative Topics
    • Compound interest, number e and natural logarithm.pdf
    • Derivatives_of_basic_functions
    • Derivatives of logarithmic functions
    • Derivatives_of_trigonometric_functions.pdf
    • print_12_differentiation_rules
    • Implicit differentiation
    • Related_rates
  • Supplement notes and slides for chapter 4: Graphing and Optimization
    • Derivatives and the shape of graphs
    • Hospital Rule
    • Curve Sketching
    • Minima and maxima
    • Optimization
  • Supplement notes and slides for chapter 5: Integration
    • Antiderivatives--
    • Indefinite integrals
    • antiderivatives.pdf
    • Integration by Substitution--
    • Integration by Substitution.pdf
    • Exponential Growth and Decay (part1)
    • Exponential growth and decay (part 2)
    • Definite integral
    • Interpretations of The Definite Integral.pdf
    • Analyzing Antiderivatives Graphically and Numerically.pdf
    • Construction Antiderivatives Analytically.pdf
    • Fundamental_theorem of Calculus --
    • Fundamental Theorem of Calculus.pdf
  • Supplement notes and slides for chapter 6: Additional Integration Topics
    • Area under a curve
    • Area_between_curves
  • Practice problems
    • print_08_review_1.pdf
    • print_18_review_2.pdf
    • print_33_review_3.pdf
    • print_35_average_value_of_a_function.pdf
    • print_21_mean_value_theorem.pdf
  • VVVV
    • Profit, Cost, and Revenue.pdf
    • M119-Supply and Demand.pdf
    • Marginal cost and revenue.pdf
  • mm
    • integrals(hmk)1.pdf
    • formula.pdf

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