Homework List
(Spring 2016 Semester)
 Week # 1
 Wednesday  20 January 2016
 Email me short essay telling me about yourself,
your previous mathematical experience, and your expectations
for the course. Use your UHA email address.
(due 22 January)
 Problems  Section 1.1
 4E  Exercise 1.1: 3, 7, 8, 9, 10, 18
 5E  Exercise 1.1: 7, 1013, 22
 Graphing Using a Calculator

Linear Worksheet due Wednesday, 28 January (Solutions)
 Friday  22 January 2016
 Problems  Section 1.2:
 4E  Exercise 1.2: 3, 5, 9, 20, 27
 5E  Exercise 1.2: 1, 7, 9, 13, 26
 Problems  Section 1.3
 4E  Exercise 1.3: 11, 13,17,27
 5E  Exercise 1.3: 6, 9, 13, 23
 Read the Modeling Information packet below
 Week # 2
 Monday  25 January 2016
 Wednesday  27 January 2016
 Problems  Section 1.3
 4E  Exercise 1.3: 11, 13,17,27
 5E  Exercise 1.3: 6, 9, 13, 23
 Polynomial Graphic Worksheet due Wednesday, 3
February
 Friday 29 January 2016
 Problems  Section 1.4
 4E  Exercise 1.4: 1, 7, 9, 17, 27
 5E  Exercise 1.4: 6, 9, 13, 23
 Problems  Section 1.5:
 4E  Exercise 1.5: 1, 5, 22, 27
 5E  Exercise 1.5: 1, 6, 27, 32
 Laboratory One

Practice Exam  complete so we can discuss on
Monday and Wednesday of next week. (
Solution )
 Week # 3
 Monday  1 February 2016
 Problems Section 1.5
 4E  Exercise 1.6: 1, 5, 9, 11, 15, 16, 17, 19, 37
 5E  Exercise 1.6: 1, 7, 9, 11, 15, 16, 17, 19, 37
 Problems Section 1.7
 4E  Exercise 1.7: 3, 4, 11, 31
 5E  Exercise 1.7: 4, 5, 13, 29
 Wednesday  3 February 2016
 Problems  Section 1.8
 4E  Exercise 1.8: 3, 11, 27
 5E  Exercise 1.8: 7, 12, 43
 Study for Test # 1
 Friday  5 February 2016
 Week # 4
 Monday  8 February 2016
 Read Chapter 2
 Work on Limit Worksheet
 Wednesday  10 February 2016
 Limit Worksheet 3
 Problems
 Exercise 2.1 (page 93); 1, 3, 5, 9, 13
 Exercise 2.2 (page 99): 1, 3, 7, 9, 21
Work on Laboratory 1
 Electronic Copy due Wednesday, 17 February
 Hard Copy due Friday, 19 February
 Friday  12 February 2016
 Problems
 Exercise 2.3 (p. 108): 1, 3, 5, 7, 9,11,
13, 15,
 Exercise 2.4 (page 113): 1, 3, 5, 7, 11, 15
 Limit Discussion Handout
 Week # 5
 Monday  15 February 2016
 Work on Laboratory 1
 Electronic Copy due Wednesday, 17 February
 Wednesday 17 February 2016
 Friday  19 February 2016
 Hard Copy due Friday, 19 February
 Week # 6
 Monday  22 February 2016
 Wednesday  24 February 2016
 Friday  26 February 2016
 No Class
 Work on Take Home Exam
 Week # 7
 Monday  29 February 2016
 Wednesday  2 March 2016
 Find the model for the following data from Mauna Loa
Hawaii about the ppm of CO_{2} .
Year 
A(t)
in CO_{2}
ppm 
1960 
.54 
1964 
.28 
1968 
1.03 
1972 
1.69 
1976 
1.02 
1980 
1.73 
1884 
1.36 
1988 
2.12 
1992 
1.48 
1996 
1.25 
2000 
1.62 
2004 
1.56 
2008 
1.60 
2012 
2.66 
 Continue working on the Derivative Review Worksheet
 Friiday  4 March 2016
 Complete the Derivative Review Worksheet
 Week # 8
 Monday  7 March 2016
 Problems from Chapter 3 for your consideration
 3.1 (p.143): 1  38 odd
 3.2 (p. 148): 1  28 odd
 3.3
(p. 155): 127 odd
 3.4 (p. 160): 131 odd
 3.5 (p.
164): 119 odd
 Wednesday  9 March 2016
 Problems from Chapter 4 for your consideration
 4.2 (page 180): 19, 21, 23, 31
 4.3 (page 186): 11, 13, 17
 4.4 (p. 199) 2, 3, 9
 Friday  11 March 2016
Spring Break
 Week # 9
 Monday  21 March 2016
 Complete Derivative Application Worksheet (Due
Wednesday, 23 March)
 Wednesday  23 March 2016
 Friday  125 March 2016
 Week # 10
 Monday  28 March 2016
 Wednesday  20 March 2016
 For the function, f(x) = x^{2} + 1 as discussed
in class"
 Let n = 30 and report your findings in an email.
 Let n = 50 and report your findings in an email
 Friday  1 April 2016
 Work on Laboratory 2. It is due on the 8
April.
 For the function, f(x) = x^{2} + 1 as
discussed in class,
 Change the interval to (0, 6) and report your
findings in an email.
 Change the function to f(x) = 9  x^{2}
; use the interval (0, 3) and report your findings in a
email.
 You can use your TI89 calculater the Integrate option
as demonstrated in class to validate your approxomations.
 Week # 11
 Monday  4 April 2016
 TI89 Integration Worksheet
 Find the area under the curves include a graph in your
answer:
 f(x) = x^{2}  4x + 10 and g(x) = 4x  x^{2}
for (1,3)
 f(x) = x^{2}  5x  7 and g(x) = x  12 for
(1, 5)
 f(x) = x^{3 } 2x^{2} + 10 and g(x)
= 3x^{2} +4x  10
 f(x) = x^{3 } 10x and g(x) = 6x for
(4, 4)
 Wednesday  6 April 2016
 Friday  8 April 2016
 Week # 12
 Monday  11 April 2016
 Work on Integration Application Handout
 Wednesday  13 April 2016
 Work on Integration Application Handout
 Friday  15 April 2016
 Work on Integration Application Handout
 Week # 13
 Monday  18 April 2016
 Work on Integration Application Handout
 Wednesday  20 April 2016
 Friday  22 April 2016
 No Class today
 Work on TakeHome Test # 5
 Week 14
 Monday  25 April
 Complete Test # 5
 Work on Sample Analysis Problem given out in class
 Wednesday  27 April
 Turn in Test # 5
 Work on Sample Integration Problems
 Friday  29 April
 Lab 3  The Property is due
 Week 15
 Monday  2 May
 Last Class
 Last Day to turn in missing Assignments
 Sudy for Exam
 Prepare "Notes Sheet"
 8.5 x 11 both sides,
 no worked problems
 To be turned in with exam
 Friday  6 May
 Final Exam 8 to 10 AM in Dana 201
