Old Math 105 Exams
Click on the date of each exam in order to view it. If a solution set is available, you may click on it at the far right.
Text sections denoted (O/Z) refer to the second edition of Calculus by Ostebee and Zorn.
Text sections denoted (HH) refer to the third edition of Calculus by HughesHallett, Gleason, et al.
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Term 
Date 
Instructor 
Topic(s) 
Text Sections 
Solutions 
F14 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  Wed night 

W14 
Buell 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
W14 
Buell 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, logarithmic differentiation, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
W14 
Buell 
Final: all from 02/07 and 03/14 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.84.9, 5.15.3, 5.65.7  no 

W14 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
W14 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3  
W14 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
W14 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
F13 
Nelson 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.4  
F13 
Nelson 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.4  
F13 
Nelson 
differential equations, derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, logarithmic differentiation, optimization  (O/Z) 2.52.7, 3.13.5, 4.3  
F13 
Nelson 
Final: all from 10/04 and 11/08 exams plus L'Hopital's Rule, related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.84.9, 5.15.3, 5.65.7  no 

F13 
Ross 
(Exam 1) functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.4  
F13 
Ross 
(Exam 2) derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, logarithmic differentiation, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F13 
Ross 
(Final Exam) all from 10/04 and 11/08 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.84.9, 5.15.3, 5.65.7  
F13 
Salerno 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.4  no 

F13 
Salerno 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, logarithmic differentiation, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  no 

F13 
Salerno 
Final: all from 10/04 and 11/08 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.84.9, 5.15.3, 5.65.7  no 

F13 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.4  
F13 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F13 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F13 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
W13 
Nelson 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.4  
W13 
Nelson 
differential equations, derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, optimization  (O/Z) 2.52.7, 3.13.5, 4.2  
W13 
Nelson 
Final: all from 02/08 and 03/15 exams plus Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, related rates, L'Hopital's Rule, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
W13 
Weiss 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.4  no 

W13 
Weiss 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, optimization  (O/Z) 2.62.7, 3.13.5, 4.2  
W13 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.4  
W13 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8(IVT only)  
W13 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
W13 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
F12 
Buell 
functions, graphs, first and second derivatives (graphical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.4, 1.61.7, 2.12.5  
F12 
Buell 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F12 
Buell 
Final: all from 10/05 and 11/09 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.84.9, 5.15.3, 5.65.7  
F12 
Coulombe 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F12 
Coulombe 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F12 
Coulombe 
Final: all from 10/05 and 11/09 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.84.9, 5.15.3, 5.65.7  
F12 
Haines 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  no 

F12 
Haines 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  no 

F12 
Haines 
Final: all from 10/05 and 11/09 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.84.9, 5.15.3, 5.65.7  no 

F12 
Nelson 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.4  
F12 
Nelson 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.4  
F12 
Nelson 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F12 
Nelson 
Final: all from 10/05 and 11/09 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.84.9, 5.15.3, 5.65.7  
F12 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
F12 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F12 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F12 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
W12 
Buell 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
W12 
Buell 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Intermediate Value Theorem  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8(IVT only)  
W12 
Buell 
Final: all from 02/10 and 03/16 exams plus Extreme Value Theorem, Mean Value Theorem, related rates, L'Hopital's Rule, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.5, 4.84.9, 5.15.3, 5.65.7  no 

W12 
Greer 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
W12 
Greer 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Intermediate Value Theorem  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8(IVT only)  
W12 
Greer 
Final: all from 02/10 and 03/16 exams (except optimization) plus Extreme Value Theorem, Mean Value Theorem, related rates, L'Hopital's Rule, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2, 4.5, 4.84.9, 5.15.3, 5.65.7  
W12 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
W12 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8(IVT only)  
W12 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
W12 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
F11 
Coulombe 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F11 
Coulombe 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F11 
Coulombe 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F11 
Coulombe 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F11 
Coulombe 
Final: all from 10/07 and 11/11 exams plus Newton's Method, related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.8, 5.15.3, 5.65.7  
F11 
Salerno 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  no 

F11 
Salerno 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  no 

F11 
Salerno 
Final: all from 10/07 and 11/11 exams (except optimization) plus related rates, parametric equations, areas, integrals, Fundamental Theorem, sums [Note: this section of Math 105 was linked to Physics 107 and thus has a slightly different set of topics than the other Math 105 sections.]  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2, 4.44.5, 5.15.3, 5.65.7  no 

F11 
Webster 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  no 

F11 
Webster 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  no 

F11 
Webster 
Final: all from 10/07 and 11/11 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.8, 5.15.3, 5.65.7  
F11 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
F11 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F11 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F11 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
W11 
Greer 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations, derivatives of powers, of exponentials, and of logs  (O/Z) 1.11.7, 2.12.6  
W11 
Greer 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, optimization, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem  (O/Z) 2.7, 3.13.5, 4.3, 4.84.9  
W11 
Greer 
Final: all from 02/11 and 03/18 exams (except optimization) plus related rates, L'Hopital's Rule, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2, 4.5, 4.84.9, 5.15.3, 5.65.7  
W11 
Salerno 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations, derivatives of powers, of exponentials, and of logs  (O/Z) 1.11.7, 2.12.6  no 

W11 
Salerno 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, optimization, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem  (O/Z) 2.7, 3.13.5, 4.3, 4.84.9  no 

W11 
Salerno 
Final: all from 02/11 and 03/18 exams (except optimization) plus related rates, L'Hopital's Rule, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2, 4.5, 4.84.9, 5.15.3, 5.65.7  no 

W11 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.6  
W11 
Towne 
Review problems for Exam 2.  (O/Z) 2.7, 3.13.5, 4.3, 4.84.9  
W11 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
W11 
Towne 
Review problems for Final, Part II.  (O/Z) 4.5, 4.84.9, 5.15.3, 5.65.7  
F10 
Greer 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F10 
Greer 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F10 
Greer 
Final: all from 10/08 and 11/12 exams (except optimization) plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2, 4.5, 4.84.9, 5.15.3, 5.65.7  
F10 
Salerno 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  no 

F10 
Salerno 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  no 

F10 
Salerno 
Final: all from 10/08 and 11/12 exams (except optimization) plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2, 4.5, 4.84.9, 5.15.3, 5.65.7  no 

F10 
Wong 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F10 
Wong 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F10 
Wong 
Final: all from 10/08 and 11/12 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.5, 4.84.9, 5.15.3, 5.65.7  no 

F10 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
F10 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F10 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F10 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
W10 
Greer 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
W10 
Greer 
differential equations, derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, logarithmic differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Intermediate Value Theorem  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8 (IVT only)  
W10 
Greer 
Final: all from 02/12 and 03/19 exams (except optimization) plus related rates, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2, 4.5, 4.84.9, 5.15.3, 5.65.7  
W10 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
W10 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8 (IVT only)  
W10 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
W10 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
F09 
Haines 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F09 
Haines 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F09 
Haines 
Final: all from 10/09 and 11/13 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F09 
Webster 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F09 
Webster 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F09 
Webster 
Final: all from 10/09 and 11/13 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F09 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
F09 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F09 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F09 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
W09 
Moras 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
W09 
Moras 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8 (IVT only)  
W09 
Moras 
Final: all from 02/13 and 03/20 exams plus related rates, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
W09 
Salomone 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
W09 
03/20/09 
Salomone 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8 (IVT only)  
W09 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
W09 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8 (IVT only)  
W09 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
W09 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
F08 
Balcomb 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F08 
Balcomb 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F08 
Balcomb 
Final: all from 10/03 and 11/07 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F08 
Moras 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F08 
Moras 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F08 
Moras 
Final: all from 10/03 and 11/07 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F08 
Salomone 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F08 
Salomone 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization  (O/Z) 2.62.7, 3.13.5, 4.24.3  
F08 
Salomone 
Final: all from 10/03 and 11/07 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
F08 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
F08 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F08 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F08 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
W08 
Shulman 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits  (O/Z) 1.11.7, 2.12.4  
W08 
Shulman 
differential equations, derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, optimization  (O/Z) 2.52.7, 3.13.5, 4.3  
W08 
Shulman 
Final: all from 02/08 and 03/14 exams plus L'Hopital's Rule, related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
W08 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.4  
W08 
Towne 
Review problems for Exam 2.  (O/Z) 2.52.7, 3.13.5, 4.3  
W08 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
W08 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F07 
Greer 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F07 
Greer 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F07 
Greer 
Final: all from 10/05 and 11/09 exams (except optimization) plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F07 
Shor 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F07 
Shor 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, antiderivatives, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F07 
Shor 
Final: all from 10/05 and 11/09 exams plus related rates, Intermediate Value Theorem, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F07 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
F07 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F07 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F07 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
W07 
Jayawant 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
W07 
Jayawant 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, limits including L'Hopital's Rule, optimization, Intermediate Value Theorem  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8 (IVT only)  
W07 
Jayawant 
Final: all from 02/09 and 03/16 exams plus related rates, Extreme Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
W07 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
W07 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.8 (IVT only)  
W07 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
W07 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.5, 4.84.9, 5.15.3, 5.65.7  
F06 
Dzhelepov 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F06 
Dzhelepov 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F06 
Dzhelepov 
Final: all from 10/06 and 11/10 exams plus related rates, Extreme Value Theorem, Intermediate Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F06 
Jayawant 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F06 
Jayawant 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F06 
Jayawant 
Final: all from 10/06 and 11/10 exams plus related rates, Extreme Value Theorem, Intermediate Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F06 
Shor 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, differential equations  (O/Z) 1.11.7, 2.12.5  
F06 
Shor 
derivative rules (product, quotient, chain, exponential, trigonometric, inverse), implicit differentiation, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F06 
Shor 
Final: all from 10/06 and 11/10 exams plus related rates, Extreme Value Theorem, Intermediate Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F06 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.5  
F06 
Towne 
Review problems for Exam 2.  (O/Z) 2.62.7, 3.13.5, 4.24.3, 4.6  
F06 
Towne 
Review problems for Final, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F06 
Towne 
Review problems for Final, Part II.  (O/Z) 4.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
W06 
Ross 
Miniexam: functions, graphs, first and second derivatives (graphical, numerical, analytic)  (O/Z) 1.11.7, 2.12.2  
W06 
Ross 
(Exam 1) functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, product and quotient rules  (O/Z) 1.11.7, 2.12.4, 2.62.7, 3.1  
W06 
Ross 
(Exam 2) chain rule, implicit differentiation, derivatives of inverses, differential equations, limits including L'Hopital's Rule, optimization, related rates, Newton's Method  (O/Z) 2.5, 3.23.5, 4.24.3, 4.54.6  
W06 
Ross 
(Final Exam): all from 02/10 and 03/17 exams plus Extreme Value Theorem, Intermediate Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.24.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  no 

W06 
Towne 
Review problems for Exam 2.  (O/Z) 1.11.7, 2.12.4, 2.62.7, 3.1  
W06 
Towne 
Review problems for Exam 3.  (O/Z) 2.5, 3.23.5, 4.24.3, 4.54.6  
F05 
Towne 
Review problems for Final Exam, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.2  
F05 
Towne 
Review problems for Final Exam, Part II.  (O/Z) 4.3, 4.54.6, 4.84.9, 5.15.3, 5.65.7  
F05 
Greer 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, product and quotient rules  (O/Z) 1.11.7, 2.12.7, 3.1  
F05 
Greer 
chain rule, implicit differentiation, inverses, slope fields, limits including L'Hopital's Rule, optimization, Newton's Method, Taylor polynomials  (O/Z) 3.23.5, 4.14.3, 4.64.7  
F05 
Greer 
Final: all from 10/07 and 11/11 exams plus Extreme Value Theorem, Intermediate Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.14.3, 4.64.9, 5.15.3, 5.65.7  
F05 
Shor 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives, product and quotient rules  (O/Z) 1.11.7, 2.12.7, 3.1  
F05 
Shor 
chain rule, implicit differentiation, inverses, slope fields, limits including L'Hopital's Rule, optimization, Newton's Method  (O/Z) 3.23.5, 4.14.3, 4.6  
F05 
Shor 
Final: all from 10/07 and 11/11 exams plus Extreme Value Theorem, Intermediate Value Theorem, Mean Value Theorem, areas, integrals, Fundamental Theorem, sums  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.14.3, 4.64.9, 5.15.3, 5.65.7  
F05 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.7, 3.1  
F05 
Towne 
Review problems for Exam 2.  (O/Z) 3.23.5, 4.14.3, 4.64.7  
F05 
Towne 
Review problems for Final Exam, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.14.2  
F05 
Towne 
Review problems for Final Exam, Part II.  (O/Z) 4.3, 4.64.9, 5.15.3, 5.65.7  
W05 
Rhodes 
functions, graphs, first and second derivatives (graphical, numerical, analytic), limits, antiderivatives  (O/Z) 1.11.7, 2.12.7  
W05 
Rhodes 
product, quotient, and chain rules, implicit differentiation, slope fields, limits, L'Hopital's Rule, optimization, related rates, Newton's method  (O/Z) 3.13.5, 4.14.3, 4.54.6  
W05 
Rhodes 
Final: all from 02/11 and 03/18 exams plus Taylor polynomials, IVT, EVT, MVT, areas, integrals, the Fundamental Theorem, numerical integration  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.14.3, 4.54.9, 5.15.3, 5.65.7  no 

W05 
Towne 
Review problems for Exam 1.  (O/Z) 1.11.7, 2.12.7  
W05 
Towne 
Review problems for Exam 2.  (O/Z) 3.13.5, 4.14.3, 4.54.6  
W05 
Towne 
Review problems for Final Exam, Part I.  (O/Z) 1.11.7, 2.12.7, 3.13.5, 4.14.2  
W05 
Towne 
Review problems for Final Exam, Part II.  (O/Z) 4.3, 4.54.9, 5.15.7  
F04 
Greer 
continuity; limits; derivatives: definition, interpretation, sketching and reading graphs, rules for powers, exponentials, quotients, products  (HH) 1.7, 2.12.7, 3.13.3  
F04 
Greer 
chain rule, implicit differentiation, local linearization, L'Hopital's Rule, finding maxima, minina and inflection points, optimization, theorems about differentiable and continuous functions  (HH) 3.43.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7  
F04 
Greer 
Final: all from 10/08 and 11/12 exams, plus the definite integral, its interpretations, and antiderivatives (numerical, graphical and analytical)  (HH) 1.7, 2.12.7, 3.13.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  
F04 
Shulman 
continuity; limits; derivatives: definition, interpretation, sketching and reading graphs, rules for powers, exponentials, quotients, products  (HH) 1.7, 2.12.7, 3.13.3  no 

F04 
Shulman 
chain rule, implicit differentiation, local linearization, L'Hopital's Rule, finding maxima, minina and inflection points, optimization, theorems about differentiable and continuous functions  (HH) 3.43.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7  no 

F04 
Shulman 
Final: all from 10/08 and 11/12 exams, plus the definite integral, its interpretations, and antiderivatives (numerical, graphical and analytical)  (HH) 1.7, 2.12.7, 3.13.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  
F04 
Wong 
continuity; limits; derivatives: definition, interpretation, sketching and reading graphs, rules for powers, exponentials, quotients, products  (HH) 1.7, 2.12.7, 3.13.3  
F04 
Wong 
chain rule, implicit differentiation, local linearization, L'Hopital's Rule, finding maxima, minina and inflection points, optimization, theorems about differentiable and continuous functions  (HH) 3.43.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7  
F04 
Wong 
Final: all from 10/08 and 11/12 exams, plus the definite integral, its interpretations, and antiderivatives (numerical, graphical and analytical)  (HH) 1.7, 2.12.7, 3.13.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  no 

F04 
Towne 
Review problems for 10/08/04 exam.  (HH) 1.7, 2.12.7, 3.13.3  
F04 
Towne 
Review problems for 11/12/04 exam.  (HH) 3.43.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7  
F04 
Towne 
Review problems for final exam, part I.  (HH) 1.7, 2.12.7, 3.13.10, 6.1  
F04 
Towne 
Review problems for final exam, part II.  (HH) 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  
W04 
Coulombe 
Review problems for 02/13/04 exam.  (HH) 1.7, 2.12.7, 3.13.4  
W04 
Coulombe 
continuity; limits; derivatives: definition, interpretation, sketching and reading graphs, rules for powers, exponentials, quotients, products, and composites (Chain Rule)  (HH) 1.7, 2.12.7, 3.13.4  
W04 
Coulombe 
Review problems for 03/19/04 exam.  (HH) 3.53.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7  
W04 
Coulombe 
all derivative rules, implicit differentiation, related rates, linear approximation, L'Hopital's Rule, local and global extrema, inflection points, optimization, theorems about differentiable and continuous functions  (HH) 3.53.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7  
W04 
Coulombe 
Review problems for 04/13/04 exam. Note: these cover only Chapters 5 and 6, but exam will be comprehensive.  (HH) 5.15.4, 6.16.4  
W04 
Coulombe 
Final: all from 02/13 and 03/19 plus Riemann sums, meaning and use of the integral, graphical antiderivatives, differential equations, the second Fundamental Theorem  (HH) 1.7, 2.12.7, 3.13.4,3.53.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  
W04 
Towne 
Review for final, Part 1. Click here for .pdf without graphs.  (HH) 1.7, 2.12.7, 3.13.7, 3.9, 3.10  
W04 
Towne 
Review for final, Part 2.  (HH) 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  
F03 
Greer 
all derivative rules, implicit differentiation, linear approximation, L'Hopital's Rule, local and global extrema, inflection points  (HH) 3.33.7, 3.93.10, 4.1, 4.3  
F03 
Greer 
optimization, theorems about differentiable and continuous functions, Riemann sums, the definite integral: its applications and theorems about it, antiderivatives numerically and graphically  (HH) 4.5, 4.7, 5.16.1  
F03 
Greer 
Final: all from 09/26, 10/24, and 11/14 plus finding antiderivatives analytically and solving differential equations  (HH) 1.7, 2.12.7, 3.13.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  
F03 
Haines 
continuity; limits; derivatives: definition, interpretation, sketching and reading graphs, rules for powers and exponentials, numerical approximation  (HH) 1.7, 2.12.7, 3.13.2  no 

F03 
Haines 
all derivative rules, implicit differentiation, parametric equations, linear approximation, L'Hopital's Rule, local and global extrema, inflection points  (HH) 3.33.10, 4.1, 4.3  no 

F03 
Haines 
optimization, hyperbolic functions, theorems about differentiable and continuous functions, Riemann sums, the definite integral: its applications and theorems about it, antiderivatives numerically and graphically  (HH) 4.54.7, 5.16.1  no 

F03 
Haines 
Final: all from 09/26, 10/24, and 11/14 plus finding antiderivatives analytically and solving differential equations  (HH) 1.7, 2.12.7, 3.13.10, 4.1, 4.3, 4.54.7, 5.16.4  no 

F03 
Hildebrand 
Final: continuity, limits, derivative rules and graphs, local linearization, extreme values and inflection points of graphs, optimization, Riemann sums, the definite integral and its applications, finding antiderivatives analytically and graphically, solving differential equations  (HH) 1.7, 2.12.7, 3.13.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  no 

F03 
Rhodes 
continuity; limits; derivatives: definition, interpretation, sketching and reading graphs, rules for powers and exponentials, numerical approximation  (HH) 1.7, 2.12.7, 3.13.2  no 

F03 
Rhodes 
all derivative rules, implicit differentiation, linear approximation, L'Hopital's Rule, local extrema, inflection points  (HH) 3.33.7, 3.93.10, 4.1  no 

F03 
Rhodes 
optimization, theorems about differentiable and continuous functions, Riemann sums, the definite integral: its applications and theorems about it  (HH) 4.5, 4.7, 5.15.4  no 

F03 
Rhodes 
Final: all from 09/26, 10/24, and 11/14 plus finding antiderivatives analytically and solving differential equations  (HH) 1.7, 2.12.7, 3.13.7, 3.9, 3.10, 4.1, 4.3, 4.5, 4.7, 5.15.4, 6.16.4  no 

W03 
Greer 
Functions: linear, exponential, inverse, power, log, and trig; Limits; Derivatives: definition, sketching  (HH) 1.11.7, 2.12.7  
W03 
Greer 
Derivative rules, limits, local linearization, implicit differentiation, parametric curves  (HH) 3.13.10  
W03 
Greer 
Maxima/minima/inflection points, optimization, derivative theorems, Riemann sums, the definite integral  (HH) 4.1, 4.3, 4.5, 4.7, 5.15.4  
W03 
Greer 
Final: all from 01/31, 03/05, and 03/28 exams plus finding and using antiderivatives  (HH) Chapters 16 (except 4.2, 4.4, 4.6)  
W03 
Greer 
Final: all from 01/31, 03/05, and 03/28 examsplus finding and using antiderivatives  (HH) Chapters 16 (except 4.2, 4.4, 4.6)  
F02 
Greer 
Derivative rules, limits, local linearization, implicit differentiation, parametric curves, the second derivative  (HH) 2.6, 3.13.10  
F02 
Greer 
Maxima/minima/inflection points, optimization, derivative theorems, Riemann sums, the definite integral  (HH) 4.1, 4.3, 4.5, 4.7, 5.15.4  
F02 
Greer 
Final: all from 10/28 and 11/18 exams plus finding and using anitderivatives  (HH) Chapters 16 (except 4.2, 4.4, 4.6)  
F02 
Johnson 
derivative rules, especially power, product and chain; continuity and differentiability; graph of a function vs. graphs of its derivatives  (HH) 2.12.7, 3.13.4  
F02 
Johnson 
derivative rules, especially power, product and chain; continuity and differentiability; graph of a function vs. graphs of its derivatives  (HH) 2.12.7, 3.13.4  
F02 
Johnson 
limits, by L'Hopital's rule or otherwise;
implicit differentiation; parametric curves; optimization 
(HH) 3.53.8, 3.10, 4.3, 4.5  
F02 
Johnson 
Final Exam: all from 10/11 and 11/13 exams, plus the definite integral and finding antiderivatives  (HH) 2.12.7, 3.13.8, 3.10, 4.3, 4.5, 6.16.2  no 

W02 
Towne 
Functions: linear, exponential, inverse, power, log, and trig; Derivatives: limit definition, sketching, interpreting; Derivative Rules: power, exponential, product, quotient  (HH) 1.11.7, 2.12.6, 3.13.3  
W02 
Towne 
all derivative rules, implicit and logarithmic differentiation, local linearization, limits, maxima/minima/inflection points, families of curves, related rates, optimization  (HH) 3.43.7, 3.9, 3.10, 4.14.3, 4.5  
W02 
Towne 
Final Exam: all from 2/11 and 3/18 exams plus Riemann sums, integration, applications of the integral with rates of change and equations of motion  (HH) Chapters 16 (except 2.7, 3.8, 4.4, 4.6, 4.7)  
F01 
Johnson 
derivative rules, especially power, product and chain; continuity and differentiability; graph of a function vs. graphs of its derivatives  (HH) 2.12.7, 3.13.4  
F01 
Johnson 
limits, by L'Hopital's rule or otherwise;
implicit differentiation; parametric curves; maxima, minima, inflection points 
(HH) 3.53.8, 3.10, 4.1, 4.3  
F01 
Johnson 
Final: all from 10/10 and 11/14 exams plus the definite integral and finding antiderivatives  (HH) 2.12.7, 3.13.8, 3.10. 4.1, 4.3, 6.16.2  no 