Analytic Geometry and Calculus III
Math 0240 Fall 2013
Benedum Hall G30, MWF 10:00-10:50


Final Exam
12/9/2013, Monday 4:00PM - 5:50PM
1700 Wesley W Posvar Hall


Instructor


Pase Exams

Past exams at Pitt

Past exams at the University of Michigan


Textbook: J. Stewart, Essential Calculus. Early Transcendentals. 2nd edition. The 1st edition is also OK.

Lecture notes 1: Calculus 3

Lecture notes 2: From div-curl to Stokes


Exam schedule:

First midterm exam: October 7 in class

Second midterm exam: November 8 in class.

Final exam: December 9, 4:00 - 5:50


The syllabus and the schedule are available at: syllabus and schedule


Grades will be determined as follows: The course will be curved to have a right distribution of grades.


Calculators

You are not allowed to use calculators on quizzes and exams, although problems in LON CAPA often require calculator. On the exams and quizzes you do not have to simplify the final answer or find the decimal approximation. I want to see that you know how to solve the problems and simplification of the answer is irrelevant here.


Homework

All graded homework will be done online, using the LON CAPA system.


Quizzes

Quizzes will be during recitations on Thursday. No makup quizzes, but the lowest two scores from the quizzes will be dropped (that allows you to miss two quizzes without penalty).

Quiz #1: Thursday, September 5: vectors, dot product, cross product, equations of lines. Four problems 20 minutes.

Quiz #2: Thursday, September 12: Planes and quadratic surfaces. Four problems 25 minutes.

Quiz #3: Thursday, September 19. Four problems 25 minutes. The problems cover the following material: (1) Parametric equations of the tangent line to a curve; (2) Domain of definition of a vector function; (3) The length of a curve; (4) The curvature.

Quiz #4: Thursday, September 26. Four problems 20 minutes. The topics will be limited to: The domain of a function f(x,y) (description and sketch). Limits and continuity. Partial derivatives. Checking whether a function satisfies a partial differential equation. Tangent planes to graphs.

Quiz #5: Thursday, October 03. Four problems 20 minutes. Topics will be limited to: linear approximation, chain rule, implicit differentiation, gradient, directional derivative, tangent line to the curve f(x,y)=k and tangent plant to the surface f(x,y,z)=k.

Quiz #6: Thursday, October 17. Four problems 20 minutes. Double integrals. Fubini theorem. Integration over domains.

Quiz #7: Thursday, October 24. Four problems 20 minutes. The topics will cover integration in the polar coordinate system, triple integrals (volume, changing the order of integration...), integration in cylindrical coordinate system.

Quiz #8: Thursday, November 21. Four problems 15 minutes. curl, div, parametric surfaces (area, tangent plane, integration of functions, graph of a function as a parametric surface).

Quiz #9: Tuesday, November 26, because of Thanksgiving. Parametric surfaces (area, tangent plane, integration of functions, graph of a function as a parametric surface), Stokes' theorem.


Important links

Academic Calendar

The University of Pittsburgh Calculus