Index of Supplements in Math 111
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- Sec 1.5: Using MSExcel to draw exponential
functions
- Sec 2.2: Sample graph for
limit questions
- Sec 2.5: Detailed example of
finding delta given epsilon
- Sec 2.5: Sample graph for
discontinuity questions
- Sec 2.6: Sample graph for
asymptotes
- Exam I, with solutions, from the last
time I taught the course
- Exam I, with solutions, from THIS
semester
- Sec 3.2: Derivation of the
Product Rule
- Sec 3.3: Examples of rates of
change in the natural and social sciences
- Sec 3.5: Sample graph for
chain rule questions
- Exam II, with solutions, from the last
time I taught the course
- Exam II, with solutions, from THIS
semester
- Sec 3.6: The Tschirnhausen
cubic (implicit differentiation)
- Sec 3.6: Sample graph for
implicit differentiation
- Sec 3.7: Sample graph for
higher derivatives
- Sec 3.10: Introduction to related
rates problems (practice for setting up the equations)
- Sec 3.10: Algorithm for and
examples of related rates problems
- Sec 4.3: Graph of
x3-2x2+3x-4
- Sec 4.3: Sample graph for
effects of derivatives (same as sample graph for
asymptotes in Sec 2.6)
- Sec 4.4: Proof of
L'Hôpital's Rule in case the limit of the
denominator is infinite
- Sec 4.7: Rough algorithm and
examples of applied extremum problems
- Sec 4.9: Examples of the use
of Newton's method
- Sec 4.10: Which of the graphs
are antiderivatives of f?
- Sec 4.10: Two antiderivatives
of a function
- Sec 4.10: Example of a slope
field
- Exam III, with solutions from the
last time I taught the course
- Exam III, with solutions, from THIS
semester
- Sec 5.1: Three questions with
the same answer
- Sec 5.1: Approximating a
limit of sums
- Sec 5.2: Improving an
approximation to an area by refining the subdivision
- Sec 5.3: Proof sketch of the
Fundamental Theorem of the Calculus
- Sec 5.3: An example of a
continuous function f and its integral
F
- Sec 6.1: Example of
approximating the area between two curves
- Final Exam, with solutions from the
last time I taught the course
- Final Exam, with solutions, from THIS
semester
