Please call me "Katy" or "Ms Yochman" depending on your comfort level.

MA 16010 Course Website

Additional Policies for My Sections

Introduction to Using LON-CAPA

What grade do I need on the final exam?

Some notes may differ from the ones I gave in class.

IGNORE ANY REFERENCES TO FUTURE QUIZZES.

Quizzes will be consistent with what I stated IN CLASS or via email.

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- Lesson 2: Finding Limits Numerically; One-Sided Limits
- Lesson 3: Finding Limits Graphically
- Lesson 4: Finding Limits Analytically
- Additional Explanation for Lesson 4
- Lesson 5: Continuity
- Lesson 6: The Derivative
- Lesson 7: Basic Rules of Differentiation; Derivatives of the Sine and Cosine Functions; Derivative of Natural Exponential Function
- Lesson 8: Instantaneous Rates of Change
- Lesson 9: The Product Rule
- Lesson 10: The Quotient Rule; Derivatives of the Other Trigonometric Functions
- Lesson 11: The Chain Rule
- Graphs of Different Function Compositions
- Lesson 12: The Chain Rule; Derivative of the Natural Logarithmic Function
- Lesson 13: Higher Order Derivatives
- Lesson 14: Implicit Differentiation
- Lesson 15: Related Rates
- Lesson 16: Related Rates
- Lesson 17: Relative Extrema and Critical Numbers
- HW 17 Trig Problem Explanation
- Lesson 18: Increasing and Decreasing Functions and the First Derivative Test
- Lesson 19: Concavity, Inflection Points and the Second Derivative Test
- Lesson 20: Absolute Extrema on an Interval
- Lesson 21: Graphical Interpretation of Derivatives
- Lesson 22: Limits at Infinity
- Lesson 23: A Summary of Curve Sketching
- Lesson 24 Blank Handout
- Lesson 24: Optimization
- Lesson 25 Blank Handout
- Lesson 25: Optimization (Problem numbers differ from the handout.)
- HW 25 Norman Window Problem
- Lesson 26 Blank Handout
- Lesson 26: Optimization
- Lesson 27: Antiderivatives and Indefinite Integration
- Lesson 28: Antiderivatives and Indefinite Integration
- Lesson 29: Area and Riemann Sums
- Lesson 30: Definite Integrals
- Lesson 31: The Fundamental Theorem of Calculus
- Lesson 32: The Fundamental Theorem of Calculus
- Lesson 33: Numerical Integration
- Lesson 34: Exponential Growth
- Lesson 36: Exponential Decay

- Short Algebra Review
- Exam 1 Review
- Overview of Limits
- Exam 2 Review
- Formulas to Memorize
- Exam 3 Review
- Final Exam Review
- Observations and Tips for the Final Exam