Office: MATH 641
Mail box: MATH 427 (WEILAND)
Email: jweiland@purdue.edu
Math resource room: Wednesday 12:30-1:30pm
Lecture Notes
- Lecture 1: Course information; Review
- Lecture 2: Finding limits numerically; One-sided limits; Finding limits graphically
- Lecture 3: Finding limits analytically
- Lecture 4: Continuity
- Lecture 5: The derivative
- Lecture 6: Basic rules of differentiation; Derivative of sine, cosine, and natural exponentials
- Lecture 7: Instantaneous rate of change
- Lecture 8: Product rule
- Lecture 9: The quotient rule; Derivative of other trig functions
- Lecture 10: Chain rule
- Lecture 11: Chain rule; Derivative of the natural logarithm
- Exam 1 review
- Lecture 12: Higher order derivatives
- Lecture 13: Implicit differentiation
- Lecture 14: Related rates
- Lecture 15: Related rates
- Lecture 16: Relative extrema and critical numbers
- Lecture 17: Increasing and decreasing functions; First derivative test
- Lecture 18: Concavity and inflection points; Second derivative test
- Lecture 19: Absolute extrema on an interval
- Lecture 20: Graphical interpretation of derivatives
- Lecture 21: Limits at infinity
- Exam 2 review
- Lecture 22: A summary of curve sketching
- Lecture 23: Optimization I
- Lecture 24: Optimization II
- Lecture 25: Optimization III
- Lecture 26: Antiderivatives and indefinite integration I
- Lecture 27: Antiderivatives and indefinite integration II
- Lecture 28: Area and Riemann sums
- Exam 3 review
- Lecture 29: Definite integration I
- Lecture 30: Definite integration II
- Lecture 31: The fundamental theorem of calculus I
- Lecture 32: The fundamental theorem of calculus II
- Lecture 33: Numerical integration
- Lecture 34: Exponential growth
- Lecture 35: Exponetial decay
- Final review I
- Final review II
- Final review III
Quizzes
There will be 10 quizzes throughout the semester with the lowest quiz score dropped.- Quiz 1: Sept. 1 Lectures 2 and 3
- Quiz 2: Sept. 8 Lectures 5 and 6
- Quiz 3: Sept. 22 Lecture 10
- Quiz 4: Sept. 27 Lecture 11-12
- Quiz 5: Oct. 6 Lecture 13-15
- Quiz 6: Oct. 13 Lecture 17 and 18
- Quiz 7: Nov. 1 Lecture 22 and 23
- Quiz 8: Nov 10 Lecture 26 and 27
- Quiz 9: Nov 17 Lecture 29-30
- Quiz 10: Dec 1 Lecture 31 and 32
Exams
There will be three exams plus a final.- Exam 1: Sept. 19 Lectures 2-10
- Exam 2: Oct. 19 Lectures 11-19
- Exam 3: Nov. 9 Lectures 20-28
- Final: Dec. 14 Lectures 2-35