MATH 121, PPrecalculus Mathematics, Autumn, 2008

BULLETIN DESCRIPTION: Study of college algebra including integers, rational, real, and complex numbers; equations and inequalities; polynomials; algebraic, exponential, and logarithmic functions; and graphs. Credit will not be allowed for both MATH 117 and MATH 121. Prerequisite: Satisfactory departmental placement or MDEV 003.

INSTRUCTOR: Dr. Kenneth L. Wiggins, 338 KRH, 527-2088, ken.wiggins@wallawalla.edu

OFFICE HOURS: 2 TuWTh, 3 M, 11 F, Other Office hours by appointment

OBJECTIVES:  After finishing this course, the student should be able to

·         solve linear and quadratic inequalities and inequalities involving absolute values

·         solve linear and quadratic equations and equations in quadratic form

·         draw graphs of linear and quadratic equations and linear inequalities.

·         explain the concepts of a function and an inverse function

·         use polynomial, rational, exponential, and logarithmic functions

TEXT: Precalculus, 4th edition, by Mark Dugopolski, Pearson Addison-Wesley, 2007.


ASSESSMENT: All assessment will be based on both correctness and quality including the quality of your presentation.\

Category

Weight

Homework & quizzes

12%

Three tests

53%

Final exam

35%

 

Grade

Percent

Grade

Percent

Grade

Percent

Grade

Percent

A

91-100%

B

83-85%

C

70-74%

D

58-61%

A-

89-90%

B-

80-82%

C-

65-69%

D-

55-57%

B+

86-66%

C+

75-79%

D+

62-64%

F

0-54%

 

 

HOMEWORK: The surest way to succeed in MATH 121 is to study each day. To aid you in your study, homework problems will be assigned each day. Be sure to show your work neatly on these papers and to complete your work on time.   Please fold your homework lengthwise and label it as illustrated in the diagram on the left.

QUIZZES: Occasionally quizzes may be given over the lectures and homework.

 TESTS: Three 50-minute examinations will be given during the quarter. These will cover the lectures and the homework, and you will take these tests without calculators.

 FINAL EXAMINATION: This test is scheduled for 2-4 PM. Tuesday, December 16.  Attendance is required, so make your travel plans early with this appointment in mind.

 CLASS ATTENDANCE: Students are expected to attend all classes. In addition, students are expected to give their full attention to the class discussions, and to be courteous, respectful, and supportive of the learning environment.  Cell phones, computers, personal organizers, and all other electronic devices are not to be used by students during class.   Modifications in the homework assignments or test schedule may be announced in class.

DISABILITIES: If you have a physical and/or learning disability and require accommodations, please contact your instructor or the Special Services office at 527-2366. This syllabus is available in alternative print formats upon request. Please ask your instructor.

SPECIAL CONSIDERATION FOR EXTRA EFFORT:  Your lowest test grade will be dropped and replaced with your final examination grade if you meet the following conditions:  You must

·         Be present, on time, and attentive for at least 37 of the 39 scheduled class sessions

·         Turn in at least 95% of the homework on time.

·         Make a higher grade on the final examination than you did on your lowest test.

ACADEMIC INTEGRITY: Some collaboration on homework is allowed, but the work you submit for grading must be your own.  Any type of cheating on a test or examination, including but not limited to copying another student’s work or using unauthorized notes or electronic equipment, will result in a zero grade for the test or a failing grade for the quarter, and possibly further disciplinary action take by the Associate Vice President for Academic Administration.

TENTATIVE HOMEWORK SCHEDULE:

Week

Topic

Assignment

Exercises to Work

1

Real numbers

H1

P.1: p.12 # 9-14,41-47,68-74,75-78,96-99

 

Integer exponents

H2

P.2: p.22 # 2-9,25-27,36-40,44-46,70,71,74

 

Rational Exponents

H3

P.3: p.35 # 24-30,51-53,63-71

 

Complex numbers

H4

P.4: p.44 # 10-13,18-24,32,33,39,53-56

2

Polynomials

H5

P.5: p.53 # 1-6,12-14,38-42,49,53,65-67,77-79

 

Factoring polynomials

H6

P.6: p.64 # 3-5,13-15,22-26,59-63

 

Rational Expressions

H7

P.7: p.75 # 5-7,9-13,23-25,47,48,54,55,65-67,75,78

3

Equations in one variable

H8

1.1: p. 95 # 10-16,63-72

 

Mathematical models

H9

1.2: p.106 # 4-13,29,30, 33, 40

 

Equations and graphs in two variables

H10

1.3: p. 120 # 13-16,34-39,43-46

 

Review/catch-up

 

 

4

Test #1 Key A  Key B

 

 

 

Lines

H11

1.4: p.134 #2, 12,19,24, 28, 32, 38, 47, 59, 63, 67, 69,72, 76, 91

 

Quadratic equations

H12

1.6: p.157 # 4-14,17-20,33,34,37,43,44, 111

 

Absolute value inequalities

H13

1.7: p.170 # 5-8,10-14,30-34,41-44,53,54,57,58

5

Functions

H14

2.1: p.194 # 11-16,18-22,25-30

 

Functions and graphs

H15

2.2: p.207 # 8,22,27,48-51,60

 

Transformations and symmetry

H16

2.3: p.224 # 1-5,19-22

6

Operations with functions

H17

2.4: p.235 # 7-11,22,24-28,49-51

 

Inverse functions

H18

2.5: p. 248 # 2,5,10,12,16,20,22,39-46,54,56

 

Review/catch-up

 

 

 

Test #2 Key A Key B

 

 

7

Variation

H19

2.6: p.257 #2,6,12,21,32,33,38,43,49

 

Quadratic functions

H20

3.1: p.276 # 34-37,57-60

 

Zeros of polynomial functions

H21

3.2: p.289 # 2-4,8,9,16,17,45-48,51,52

8

Miscellaneous equations

H22

3.4: p.312 # 1,2,7,8,10,11,12,21,27,30,48,55,72

 

Graphs of polynomial  functions

H23

3.5: p.325 # 1,2,4,6,8,13-16,20,41,42

 

Rational functions and inequalities

H24

3.6:p.341 # 1-7,13-15,17,18,21,22,25,26,75-77

9

Exponential functions

H25

4.1: p.365 # 26,29,43,44,50-54,66,68,71,75

 

Logarithmic functions

H26

4.2: p.378 # 10-15,25,45-48,56-59,61,75-77,81,82

 

Review/catch-up

 

 

 

Test #3 Key A Key B

 

 

10

More logarithms

H27

4.3: p.392 # 3-8,12-15,45-47,52-55

 

Equations and applications

H28

4.4: p.403 # 4-10,15,17,19-23

11

Final Examination 2-4 PM, Tuesday, December 16