MATH 370 Section F14N01
Introductory Complex Variables
Sep Dec 2014
Time & Location: Tue & Thu 10:00-11:30 in Bldg 360 Rm 323
Instructor:
Glen Pugh
glen.pugh@viu.ca (This is by far the best way to reach me!)
Bldg 359 Rm 201
(250)753-3245 ext. 2752
Office
Math 370 Test 1 Notes
Thu Sep 24 2014
For the upcoming test you will be asked questions based on the theory and homework so far (1.1-1.6
and 2.1-2.4 of the text). In addition to reviewing your homework, I suggest you work through the extra
practice proble
Math 370 Final Exam Notes and Sample Questions
Thu Nov 27 2014
The nal exam will be comprehensive, covering all material since the beginning of the course. In addition
to reviewing your homework, I suggest you work through the extra practice problems (fro
Math 370 Test 1 Oct 4 2012
U Question 8. [5]: Show that f(x + iy) = x2 + y2 +y 2 + ix is nowhere analytic.
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Question 9. [5]: Show that f(x + iy) = 3X2 + 2X 3y2 1 + i(6xy +
Math 370 Test 1 Oct 4 2012
Question 1. [5]: Show that if |zl = l, but 2 ¢ 1, then Re < l > =
lz
Lat %= 7H8} M ,XLfQLt"
_(._ \
W 16 C 4: ) = Qc< hxg)
= (2. '
e < wamm
= Re, 1': L L}
L 7.
( 2_;< +X 4:3
W
54
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Question 2. [5]: Let a1, 92, . . .
Math 370 Test 2 7 Nov 6 2014
Question 5: Find all solutions to
Log(zz1)=i§7r
L043(i'1'l\ h
E = C 1
[5]
Question 6: Compute both (i 1)2i and [(i 1)2] using the principal branch of the logarithm. (Your answers
should not be the same. This problem shows