Prerequisite
Grade of “C” or better in MAT-014A, or permission of Mathematics
Department Chair.
Textbook of Course
| Author |
Title |
Publisher |
| Larson, Hostetler, Neptune |
Intermediate Algebra Graphs
and Functions |
Houghton-Mifflin – 3rd Edition |
Supplies
TI-83/84 Graphing Calculator Required
Catalog Course Description
This the second part of a two semester course in Algebra II is designed
to polish skills
developed in Algebra I and elevate them to a higher level of mathematical
sophistication
through the use of lecture, group work , and the calculator. Topics include:
rational exponents,
radical expressions , radical equations, quadratic equations, rational
expressions, rational
equations and complex fractions . The use of a graphing calculator is essential.
Grade Requirement
A “C” is the minimum acceptable grade for completion of the
remedial/development level or
movement to a credit course.
Behavioral Objectives
The student will be able to:
1. Simplify expressions containing rational expressions.
2. Convert rational exponents to radical expressions.
3. Add, subtract, multiply and divide radical expressions.
4. Solve radical equations graphically and algebraically.
5. Solve quadratic equations by various algebraic methods and graphically.
6. Add, subtract, multiply and divide rational expressions.
7. Solve rational equations algebraically and graphically.
8. Solve verbal problems dealing with radical, rational, and quadratic
equations.
Grading Criteria
Tests- 50%
*Quizzes, Homework, Class Participation, etc. - 25%
Final Exam – 25%
Grades should be assigned as follows:
| 92% - 100% |
A |
77% - 78% |
C+ |
| 89% - 91% |
A- |
70% - 76% |
C |
| 87% - 88% |
B+ |
60% - 69% |
D |
| 82% - 86% |
B |
below 60% |
F |
| 79% - 81% |
B- |
|
|
Tests
There are three tests. Each instructor is responsible to produce
his or her own tests.
Quizzes
It is suggested that quizzes be given throughout the course for early
assessment.
Homework
Suggested homework assignments are included with the syllabus as review
problems.
Homework should be assigned each class meeting, from each section and
periodically checked.
Whether textbook assignments are graded or not, students should be made aware
that doing
homework is of the utmost importance in order to solidify learned skills and to
provide a strong
foundation upon which they can learn new material.
Attendance
There is no official attendance policy. However, students should be made
aware of how
important attendance is for their success. Some instructors build in extra
quizzes to encourage
good attendance. Whatever you choose, some students will have attendance
problems and the
issue needs to be addressed.
Final Exam
The Final Exam is a departmental final. The two-hour final exam will be
administered during the
exam period for all day session classes and during the last class session for
all other sessions.
Additional Materials
1. Videotapes corresponding to each chapter in the book are available
for students in the
Johnson Learning Center.
2. A student solutions manual is available for students. It is packaged free
with the text.
3. HM3 CD-ROM is an interactive software tutorial program and it is packaged
free with the
text.
4. Free on line tutoring is available at:
HTTP//WWW.SMARTHINKING.COM/HOUGHTON.HTML. The Passkey is included with
the text.
Extra Help
Students should be informed where they can get help if they have
difficulty with the subject
matter. Some suggestions are:
1. If you are a full-time instructor, students should be encouraged to come for
help during
your office hours.
2. Faculty volunteer and peer tutoring is available in the Johnson Learning
Center.
3. Professional tutors are available in the Developmental Mathematics
Lab/Tutoring Center
in MH 142. In addition to tutoring, students have access to computers on which
they will
be able to review and practice the skills they have learned in class. They will
be able to
work on software programs that are aligned with their textbooks. If you would
like your
class to meet in the lab for an orientation session, contact a lab staff member
at x3807.
4. Students should be encouraged to use the software, which comes with the
textbook to
reinforce their skills at home.
5. Students should be encouraged to work in study groups. This will be fostered
if you
al low students to work in groups, at times, during your class sessions
especially on
review days before a test.
End of Semester Procedure
Review packets for the final exam are available in Center II. You will
be asked to submit an end
of year summary .
| DAY |
TOPIC |
SECTION |
HOMEWORK |
| 1 |
Review chap. 1,2 |
|
p. 158: 1-20 |
| 2 |
Review chap. 3,4 |
|
p. 303-304: 1-8, 24-33, 35-38 |
| 3 |
Integer exponents and
scientific notation |
5.1 |
p. 311-312: every other odd
number |
| 4 |
Rational exponents |
5.2 |
p. 321-322: 35-41, 67-92 |
| 5 |
Radicals |
5.2 |
p. 321-322: 7-30, 51-66, 105-112 |
| 6 |
Simplifying and combining
radicals |
5.3 |
p. 329-330: every other odd
number |
| 7 |
Multiplying and dividing
radicals |
5.4 |
p. 337-338: every other odd
number |
| 8 |
Solving radical equations |
5.5 |
p. p. 346: every other odd number |
| 9 |
Complex numbers |
5.6 |
p. 354-355: every other odd
number |
| 10 |
Review |
Review ex. P. 357-
359 |
p. 360: 1-20 |
| 11 |
Test 1 Chap. 5 |
|
|
| 12 |
Solving quadratic
equations
by taking square root |
6.1 |
p. 372-374: every other odd
number |
| 13 |
Completing the square |
6.2*(Optional) |
p. 381-382: every other odd
number |
| 14 |
The quadratic formula ; the
discriminant |
6.3 |
p. 389-390: every other odd
number |
| 15 |
Applications of quadratic
equations |
6.4 |
p. 397-399: every other odd
number |
| 16 |
Review |
Review ex.: p. 422-
423: 1-78 |
p. 425: 1-13, 16,17 |
| 17 |
Test 2 Chap. 6 |
|
|
| 18 |
Simplifying rational
expressions |
7.1 |
p. 435-436: every other odd
number |
| 19 |
Multiplying and dividing
rational expressions |
7.2 |
p. 443-444: every other odd
number |
| 20 |
Adding and subtracting
rational expressions |
7.3 |
p. 452-454: every other odd
number |
| 21 |
Complex fractions |
p. 442; p. 450-451 |
p. 444: 51.53; p.453: 79-93 odd |
| 22 |
Dividing polynomials |
7.4 |
p. 463-464: every other odd
number |
| 23 |
Solving rational equations |
7.5 |
p. 474-475: every other odd
number |
| 24 |
Graphing rational functions |
7.6*(Optional) |
p. 483-485: every other odd
number |
| 25 |
Review |
Rev. ex.: p. 494-
496: 1-88 |
p. 497: 1-16 |
| 26 |
Test 3 Chap. 7 |
|
|
| 27 |
Final review |
|
|