University of Connecticut (UCONN) – MATH 1151 – Honors Calculus 1 (Jay Wilkins)

Course Description: We will take an in-depth approach to learning the basic concepts and methods of differential calculus (Syllabus).

Textbook: Calculus: Early Transcendentals, Briggs and Cochran

Course Material:

MATH 1151 – Trig Identities – Honors Calculus 1 (Jay Wilkins)

Exam 1:

MATH 1151 – Exam 1 w Key (F2011) – Honors Calculus 1 (Jay Wilkins)

Exam 2:

MATH 1151 – Exam 2 w Key (F2011) – Honors Calculus 1 (Jay Wilkins)

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University of Akron (UAKRON) – 3450.223 – Calculus & Analytic Geometry 3 (Curtis Clemons)

Course Description: Vector algebra, cylindrical, spherical coordinates, vector-valued functions, curvature; functions of several variables, limit, continuity, partial derivatives, differentials, directional derivatives, maxima and minima, multiple integrals, Divergence Theorem.

Textbook: Calculus, 6th Edition, Stewart

Exam 1:

3450.223 – Exam 1 w Key (1993) – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Exam 1 w Key (1997) – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Exam 1 w Key (1999) – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Exam 1 w Key (2006) – Calculus & Analytic Geometry 3 (Curtis Clemons)

Exam 2:

3450.223 – Exam 2 w Key – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Exam 2 w Key (1997) – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Exam 2 w Key (1999) – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Exam 2 w Key (2006) – Calculus & Analytic Geometry 3 (Curtis Clemons)

Exam 3:

3450.223 – Exam 3 w Key – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Exam 3 w Key (1997) – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Exam 3 w Key (1999) – Calculus & Analytic Geometry 3 (Curtis Clemons)

Final Exam:

3450.223 – Final w Key – Calculus & Analytic Geometry 3 (Curtis Clemons)

3450.223 – Final w Key (1997) – Calculus & Analytic Geometry 3 (Curtis Clemons)

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University of Akron (UAKRON) – MATH 3450.221 – Calculus with Analytic Geometry 2 (Curtis Clemons)

Course Description: Derivatives of exponential, logarithmic trigonometric, inverse trigonometric, hyperbolic and inverse hyperbolic functions; methods of integration, sequences, series; moments, centroids, indeterminate forms, polar coordinates.

Practice Exams:

     Practice Exam 1

MATH 3450.221 – Sample Exam 1a – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 1a Key – Calculus with Analytic Geometry 2

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MATH 3450.221 – Sample Exam 1b – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 1b Key – Calculus with Analytic Geometry 2

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MATH 3450.221 – Sample Exam 1c – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 1c Key – Calculus with Analytic Geometry 2

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MATH 3450.221 – Sample Exam 1d – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 1d Key – Calculus with Analytic Geometry 2

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MATH 3450.221 – Sample Exam 1e – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 1e Key – Calculus with Analytic Geometry 2

     Practice Exam 2

MATH 3450.221 – Sample Exam 2a – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 2a Key – Calculus with Analytic Geometry 2

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MATH 3450.221 – Sample Exam 2b – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 2b Key – Calculus with Analytic Geometry 2

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MATH 3450.221 – Sample Exam 2c – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 2c Key – Calculus with Analytic Geometry 2

     Practice Exam 3

MATH 3450.221 – Sample Exam 3a – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 3a Key – Calculus with Analytic Geometry 2

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MATH 3450.221 – Sample Exam 3b – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Exam 3b Key – Calculus with Analytic Geometry 2

     Final Exam

MATH 3450.221 – Sample Final – Calculus with Analytic Geometry 2

MATH 3450.221 – Sample Final Key – Calculus with Analytic Geometry 2

Exam 1:

MATH 3450.221 – Exam 1 w Key (2007) – Calculus with Analytic Geometry 2

Exam 2:

MATH 3450.221 – Exam 2 w Key (2007) – Calculus with Analytic Geometry 2

Exam 3:

MATH 3450.221 – Exam 3 w Key (2007) – Calculus with Analytic Geometry 2

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University of Akron (UAKRON) – MATH 3450.221.007 – Calculus (Curtis Clemons)

Course Description: Syllabus (2007)

Textbook: Calculus 6th edition, by James Stewart

Review:

MATH 3450.221.007 – PreCalc Review w Solutions (2007) – Calculus

MATH 3450.221.007 – Trig Functions Review w Solutions (2007) – Calculus

MATH 3450.221.007 – Trig Identities Review w Solutions (2007) – Calculus

MATH 3450.221.007 – Geometery Review w Solutions (2007) – Calculus

Exam 1:

MATH 3450.221.007 – Exam 1 w Key (2004) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Exam 1 w Key (2005) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Exam 1 w Key (2006) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Exam 1 w Key (2007) – Calculus (Curtis Clemons)

Exam 2:

MATH 3450.221.007 – Exam 2 w Key (2003) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Exam 2 w Key (2004) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Exam 2 w Key (2005) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Exam 2 w Key (2007) – Calculus (Curtis Clemons)

Exam 3:

MATH 3450.221.007 – Exam 3 w Key (2004) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Exam 3 w Key (2005) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Exam 3 w Key (2007) – Calculus (Curtis Clemons)

Final Exam:

MATH 3450.221.007 – Final Exam w Key (1998) – Calculus (Curtis Clemons)

MATH 3450.221.007 – Final Exam w Key (2006) – Calculus (Curtis Clemons)

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Western Washington University (WWU) – Math 125 – Calculus & Analytic Geometry 2 (Adam Nyman)

Course Description: Math 125 continues Math 124. The focus of the course will be integration. Roughly speaking, integration generalizes the usual notion of area, and the integral of a function measures an area related to the graph of the function. How does this relate to Math 124? The Fundamental Theorem of Calculus says that taking derivatives of functions and taking integrals of functions are “opposite” in a sense we will make precise!

Textbook: Calculus – Single Variable, Fifth Edition by McCallum, Hughes-Hallett, Gleason, et al.

Exam 1:

Math 125 – Exam 1 w Solutions (2011) – Calculus & Analytic Geometry 2

Exam 2:

Math 125 – Exam 2 w Solutions (2011) – Calculus & Analytic Geometry 2

Exam 3:

Math 125 – Exam 3 w Solutions (2011) – Calculus & Analytic Geometry 2

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