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Syllabus for
Pre-Calculus
Teacher: Mr. Chen
E-Mail: chen@actchs.org
Course Description:
This course continues the study of functions begun in Algebra II.
Special emphasis is given to the trigonometric functions including their
definitions, graphs, identities, and applications. Methods for solving
triangles and trigonometric equations are also studied. Other topics
include polar graphing, complex numbers, logarithmic and exponential
functions, sequences, and series. Precalculus with
Trigonometry: Concepts and Applications provide students with an
effective bridge to the study of calculus. The text is based on the
premise that in order to succeed in calculus, students must understand
the idea that variables really do vary, not simply stand for
unknown constants. Students are also prepared for calculus by being
introduced to some of the terms of calculus: limit, point of inflection,
instantaneous rate, and so on.
Textbook: Precalculus with
Trigonometry: Concepts and Applications, by Paul A. Forester, © 2007
Supplies Needed:
- Pencil (all work must be
done in pencil)
- A notebook (or 3 ring
binder or folder) to keep all assignments completed
- Regular notebook paper or
loose leaf paper
Grading Policy:
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Grading
Scale: |
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Term Grade: |
|
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A |
90 to 100 |
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Participation/discussion in class |
5% |
|
B |
80 to 89 |
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Daily
work/Homework |
30% |
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C |
75 to 79 |
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Projects |
15% |
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D |
70 to 74 |
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Tests |
30% |
|
F |
69 and below |
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Final Exams |
20% |
Units cover:
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1st
semester |
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Chapter 1 |
Functions and
Mathematical Models |
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Chapter 2 |
Periodic
Functions and Right Triangle Problems |
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Chapter 3 |
Applications
of Trigonometric and Circular Functions |
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Chapter 4 |
Trigonometric
Function Properties, Identities, and Parametric Functions |
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Chapter 5 |
Properties of
Combined Sinusoids |
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Chapter 6 |
Triangle
Trigonometry |
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2nd
semester |
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Chapter 7 |
Properties of
Elementary Functions |
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Chapter 10 |
Three-Dimensional Vectors |
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Chapter 12 |
Analytic
Geometry of Conic Sections and Quadric Surfaces |
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Chapter 13 |
Polar
Coordinates, Complex Numbers, and Moving Objects |
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Chapter 14 |
Sequences and
Series |
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Chapter 15 |
Polynomial
and Rational Functions, Limits, and Derivatives |
Class Rules and Expectations:
- Be Respectful (Student
will respectful all people, including themselves, and all property,
including their own, at all times.)
- Be Punctual (Come to
class on time)
- Be Prepared (Bring
necessary materials and come to class prepared to start your warm-up
activity immediately) You cannot learn if you are not prepared.
- Be Courteous
(Contributing to the learning process in a positive manner)
- Obey all school rules
(Including No eating or drinking during class time in the
classroom.) Eat and drink only at break and lunchtimes. If you have
special need talk with me.
Consequences:
- Reminder of rule
- Warning
- Parents or guardians
contact
- Referral to administrator
Class Notebook:
Students should maintain a
well-organized notebook. All work should be done on paper, clearly
identified, and to be kept chronologically in a notebook. Notebooks will
be checked periodically. You should show all your work in the notebook.
Class Time:
This is one hour and 20
minutes class, students are expected to spend the assigned class period
time each day working through the explanations and practice problems or
taking quizzes or tests, depending on what is assigned on a particular
day. Material has been selected for you to study and practice that takes
the place of the time you would spend sitting with a teacher in a
classroom. Some practice problems, as well as assignment are considered
homework if not completed during class time and are to be complete and
turn in to the teacher next day.
Getting Teacher Assistance:
Keeping up with work is very important. It is the student’s
responsibility to get the daily work done. If you need additional help,
I will available before school start, during lunchtime and after school.
Please feel free to email me about any concerns or questions regarding
the class or work.
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