AU 2015 Math 1181H
Instructor: Rodica D. Costin

HOMEWORK! And other issues...

Homework assigned between Aug 25- Sept 29 is found here.
Homework assigned between Sept 30- Oct 14 is found here.
Homework assigned between  Oct 19-Oct 27 is found here.

Science Sundays public lectures

University of Dayton Undergraduate Mathematics Day November 7
Program
Preregistration for Undergraduate Mathematics Day at the University of Dayton ends this Friday October 30. 
If you are a student that could present a topic in Mathematics or an application of Mathematics, please register by this Friday.

W Oct. 28
Sec. 12.1, 12.2
Solve: you should be able to solve all the problems
 Solve, write up, and turn in for grading:
Sec. 12.2: 4, 8,14, 20, 24
Th Oct. 29
Sec. 12.3
Solve: you should be able to solve all the problems
Solve, write up, and turn in for grading:
Sec. 12.3: 5, 10, 11, 12, 13, 28, 41
F Oct. 30
Sec. 12.4
Solve: you should be able to solve all the problems
Solve, write up, and turn in for grading:
Sec. 12.4:  2, 3, 5, 10, 14, 22, 24b,c
M Nov 2
Sec.  13.2
Solve: 1...12
 Solve, write up, and turn in for grading:
Sec. 13.2: 2, 3abc, 4abc,
T Nov 3
Sec. 13.2 (continued) 13.1, 13.3
Solve: Solve as many problems as you can. Do not miss
Sec. 13.2: 1f,i,j,o, 4d,f, 8, 9ab
Sec. 13.3: 2b,g,i,l, 3
Solve, write up, and turn in for grading:
Sec. 13.2: 1j,o,  8, 9ab
Sec. 13.3: 2g,i,l, 3
W Nov 4
Sec. 13.3, 13.4
Solve: Solve as many problems as you can.
 Solve, write up, and turn in for grading:
Sec. 13.3: 5b,e, 10cd, 11
Sec. 13.4: 1, 2ab, 3b, 7a
Th Nov 5
Sec. 13.5, Quiz
Solve: Solve as many problems as you can.
Solve, write up, and turn in for grading:
Sec. 13.5: 2, 4, 6, 12, 14, 18
F Nov 6
Sec. 13.6
Solve: 1...13
 Solve, write up, and turn in for grading:
Sec. 13.6: 2,4,6,8,10
M Nov 9
 Sec. 13.7
Solve: you should be able to solve all the problems
Solve, write up, and turn in for grading:
Sec. 13.7: 6, 11, 14, 17, 23
T Nov 10
Sec. 13.7, 13.8
Solve: 
Solve, write up, and turn in for grading:
Sec. 13.8 : 14, 16, 22, 27, 30
 W Nov 11
Veterans Day - no classes
Th Nov 12
Sec. 13.8
Solve: 1-25 among these some are due to be written up, as seen below, 27 (please do it). Be careful when working with series: read the text of 32 and 33 as cautionary tales...
Solve, write up, and turn in for grading:
Sec. 13.8: 2, 4, 8, 10, 18, 22
F Nov 13
Sec. A13, A14
Solve: practice series from additional problems to Chapter 13. Use any method to solve.
 Solve, write up, and turn in for grading:
(p.470):   4a, 35 a,b,c,f,k,l, 51 Use any method to solve.

M Nov 16
 Sec. 14.1, 14.2
Solve: 14.2: 1 to 20
Solve, write up, and turn in for grading:
Sec. 14.2: 2, 6, 10, 14
T Nov 17
 Sec. 14.3
Solve: 14.3: 1,2,3, 4
Solve, write up, and turn in for grading:
Sec. 14.2: 15, 16
Sec.14.3: 3ac, 4
W Nov 18
 Sec. 14.3 continued
Solve, write up, and turn in for grading:
Sec. 14.2: 21, 22, 26
Sec.14.3: 2, 3bd, 5
Th Nov 19
 Sec. 14.4
Solve, write up, and turn in for grading:
Sec. 14.2: 28, 29a
Sec.14.4: 1bc, 4b,c,f,i
F Nov 20
 Sec. 14.4
Solve, write up, and turn in for grading:
Sec.14.4: 11, 12b, 14, 15a,c
M Nov 23
 Sec. 14.4
Solve, write up, and turn in for grading on Dec 1st
Sec. 14.4: 4 ad, 12a, 15b
T Nov 24
 Problem 1 p. 523, Sec. 14.5, 14.6
Solve:
Solve, write up, and turn in for grading:
Sec. 14.5: 2, 4 (you will need a calculator)
M Nov 30
 Applications of power series to solving equations. Calculation done using Maple. More Maple. Sec. 14.6
Solve, write up, and turn in for grading
Sec. 14.6: 1a,b
T Dec 1st
Sec. 14.6
Solve, write up, and turn in for grading
Sec. 14.6: 2ab
W Dec 2nd
Sec. 14.7
Solve, write up, and turn in for grading
Sec. 14.7: 36ac, 15, 16
Th Dec 3
Sec. 14.7. 14.8
Solve, write up, and turn in for grading
Sec. 14.7: 3, 6, 12 , 20, 21
F Dec 4
Sec. 14.8
Solve, write up, and turn in for grading
A. Find the absolute value and argument of each of the following complex numbers:
a)1+i   ; b) 1-i ; c) 1/(1+i) ; d) (1+i)^5  ; e) |1+i|
M Dec 7
Note: Office hours today are cancelled.
Sec. 14.8
Solve, write up, and turn in for grading
B. Let w be an nth root of 1, w not equal to 1. Show that 1+w+w^2+...+w^(n-1)=0.
T Dec 8
Review
W Dec 9
Review

Office Hours during exam period:
Friday Dec 11, Monday Dec. 14: 12:40-1:50
Wednesday Dec. 16: 4:00-5:30 p.m. (Please note the change of the starting time.)

Final exam in accordance to university schedule:
Thursday Dec 17
10:00am-11:45am

You are allowed to bring one cheat sheet. No other notes, books or electronic devices are allowed.