Math 3132
Note:
Test # 2
November 20, 2008
Simplify all answers. The Fourier Series Reference on the last page may be removed.
There are 5 questions for a total of 40 marks. Total Time: 60 minutes.
Values
(11) 1.
Use Stokess Theorem to evaluate the line i
Math 3132
Note:
Test # 2
November 20, 2007
There are 4 questions for a total of 40 marks.
Values
(12) 1.
Use Stokess Theorem to evaluate the line integral:
C (y
3
+ z)dx x 3 dy + x y z dz ,
where C is the curve of intersection of the sphere, x 2 + y 2 +
University of Saskatchewan
Department of Mathematics and Statistics
Math 224 (all sections)
January 28, 2014
Key for Quiz # 3
40 minutes
Fully answer the following questions in the space provided or on the back of the question
paper. A correct final answe
University of Saskatchewan
Department of Mathematics and Statistics
Math 224 (all sections)
January 21, 2014
Key for Quiz # 2
40 minutes
Question 1.
2
2
2
Consider the vector field F(x, y, z) = ex y z (xi + yj + zk). Show that F is conservative and find i
University of Saskatchewan
Department of Mathematics and Statistics
Math 224 (all sections) (Key)
January 13, 2014
Quiz #1
40 minutes
Fully answer the following questions in the space provided or on the back of the question
paper. A correct final answer w
University of Saskatchewan
Department of Mathematics and Statistics
Math 224 (all sections)
February 11, 2014
Test # 1
80 minutes
Fully answer the following questions in the space provided or on the back of the question
paper. A correct final answer witho
University of Saskatchewan
Department of Mathematics and Statistics
MATH 224.3 - 2008-2009
(02) Sowa, (04) Brooke, (06) Walter
Since this is a formal assessment at the University of Saskatchewan, all examination rules shall apply.
There shall be NO COMMUN
University of Saskatchewan
Department of Mathematics and Statistics
MATH 224.3 - 2008-2009
(02) Sowa, (04) Brooke, (06) Walter
Since this is a formal assessment at the University of Saskatchewan, all examination rules shall apply.
There shall be NO COMMUN
El 32 33 B4
Math 224 (All sections) Part B
PRINT your NAME:
PRINT your STUDENT ID:
PART B. Fully answer the following questions in the space provided.
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