Welcome to the Home Page of Calculus 3 (Multivariate)
Welcome to the Home Page of Calculus 3 (Multivariate)
Course Syllabus & Assignment List for the Course | ||||
| Math 2101 Syllabus |
List of practise
problems, assignments & homework due. ( This is where
you can find what and when assignments are due. ) |
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| Upcoming Due Dates for Assignments & Upcoming Exam Dates | ||||
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Hw due Fri Dec 7: 16.4 |
Final Exam (Comprehensive) Tue Dec 11 at 1:30pm till 3:30pm; covers everything we have done up to 16.5 . Here is the Review for Final Exam. | |||
| Other Pertinent Course Stuff | ||||
| For class on Nov 5 & 7 : 15.3: : three types of regions in R^2. | For class on Nov 14 & 16 : 15.7: : three types of general solids in R^3; Page 1; Page 2; Page 3. | For class on Nov 19 : 15.8: : Triple Integral in Cylindrical Coordinates. |
For class on Nov 21 : 15.9: :
Triple Integral in Spherical Coordinates.
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Solutions to Exam 3 :
page 1;
page 2;
page 3;
page 4;
page 5;
page 6.
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Solutions to Exam 2 : page 1; page 2; page 3; page 4; page 5; page 6 | Solutions to Exam 1 : page 1; page 2; page 3; page 4; page 5; page 6 | ||
A few mathematica examples for Multivariable Calculus | ||||
| A quick Reference for Mathematica ; you may find this handy when you work on mathematica assignments (Aug, 2012.) |
Plotting 3-D surfaces ( For section 12.6 in class on Sept 10 & 12 ) |
Parametric Plot 3D for plotting space curves ( For sections 13.1 & 13.2 in class on Sept 14 & 17) |
Plotting Contour Curves and z=f(x,y) ( You need this for your 14.1 HW #55-58, and for 14.2-14.7 ) |
using mathematica to plot Vector Fields in 2D and 3D ( Examples for 16.1; you
need this for your 16.1 HW)
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| using mathematica to plot intersection of two surfaces - two cylinders | A picture of the intersection of two cylinders | ParametricPlot 3D for parametric surfaces (Examples for 16.6) | ||
External Resources on Multivariable Calculus | ||||
| Archives on Multivariable Calculus | National Council of Teachers in Mathematics (NCTM) standards for Calculus | Mathematical Modeling in the real and Complex World | The CLeaR Project | |
Comments on this page may be sent to pehng@morris.umn.edu
This homepage is maintained by
Peh H. Ng,
Professor of Mathematics &
Math Discipline's Web Janitor
Division of Science and Mathematics
University of Minnesota - Morris
Morris, MN 56267
email: pehng@morris.umn.edu
© 2001-2012 by Peh Ng
Last Modified Thursday, December 06, 2012
Page URL: http://www.morris.umn.edu/~pehng/Ma2101/index.html
