COURSE SYLLABUS
SOUTHERN HIGH SCHOOL
1999-2000

COURSE
 Physics
 Regular Credit
 Prerequisite:  Alg. II or enrollment in Alg. II, Biology

TEACHER INFORMATION
 Mr. Thomas Tretter
 Bachelor of Science – Electrical Engineering
   Minor in Mathematics
Masters of Science – Electrical Engineering
   from California Inst. of Tech., Pasadena
Teaching Certificate in Mathematics and Physics
2 years teaching experience in Gabon, Africa as a Peace Corps Volunteer
3 years teaching experience in Columbia, South Carolina
2 years teaching experience in Khartoum, Sudan, Africa
2 years teaching experience at Southern High School

Available most days after school (except Wed.) for conferences or extra help by appointment.  Call 560-3968 to schedule conferences.

COURSE OF STUDY
Weeks (approx.)                              Units

 1                                      Math Review (Chap 2)
2½                                    Velocity, Acceleration (Chap 3,4)
1                                        Forces (Chap 5)
2                                       Vectors (Chap 6)
2                                       2-dimensional Motion (Chap 7)
½                                      Gravitation (Chap 8)
----------------------------------------------------------------------
1                                       Momentum (Chap 9)
1½                                   Work, Energy (Chap 10,11)
1½                                    Thermodynamics (Chap 12,13)
2½                                   Waves, Sound, Light (parts of Chap 14,15,16)
1½                                    Light Ray Interactions (parts of Chap 17,18,19)
1                                      Electricity & Magnetism (parts of Chap 20-26)

COURSE PROCEDURES
   Students will learn these units through a variety of ways: direct instruction with student involvement, student presentation and explanation of work, individual assignments, group assignments, and laboratory experiences.  The following class procedures will help ensure that each student learns to the best of his/her ability in this course.

RULES
I believe that all students can learn given the proper environment combined with the proper attitude.  The school policies published in the student handbook will be enforced; my particular classroom policies are simply that students will comport themselves in a manner conducive to learning for all students.  If a student is unsure of proper behavior, I will be happy to talk individually with that student.

OTHER PROCEDURES
 Entering the room
 Upon entering the room, the students are expected to go to their assigned seats and prepare for class.  Any trash to be thrown away or pencils to be sharpened should be done before the bell rings.  The students should also have any assignment due for the day ready to be turned in at the beginning of the period.  At the tardy bell, students are to be in their assigned seats and ready to work.

 Attendance/Tardy Policy
 - Please refer to the student handbook for school policy regarding absences and loss of course credit.
 - Please refer to the school tardy policy.  A student will be considered tardy to my class if (s)he enters without a valid pass after I have closed the door following the tardy bell.

 Restroom Policy
 Students are to use the restroom before school, during lunch, or during the time between classes.  Occasionally there may be an emergency need to use the restroom during class.  Students are expected to take responsibility for organizing their time and planning appropriately to avoid disturbing classroom instruction.  If a student has a medically valid reason to frequently need to use the restroom, please obtain the appropriate doctor’s statement and/or schedule a parental meeting with me to discuss his/her needs.

 Make-up
 The importance of daily attendance cannot be overstated.  In case of unavoidable absences, it is the student’s responsibility to make up any work missed.  This is best accomplished by contacting another student for missed notes and assignments prior to returning to class; students are still responsible for long-term work due (several days or a week’s notice in advance) even if they are absent on the day prior to the due date.  Missed tests, quizzes, and all other work is to be made up within one week and can be done by scheduling an appointment with me after school.  Failure to make up any work will result in receiving a zero for that work.  Long-term absences will be handled on a case-by-case basis.

 Laboratory Safety
 It is important to maintain a safe working environment in the laboratory for all students, and so laboratory safety procedures and policies will be established.  Blatant and intentional disregard of laboratory safety procedures will result in that student being suspended from that lab activity and being assigned a grade of zero for that lab grade which will adversely affect his/her overall grade.

MATERIALS
 Students are responsible for bringing materials to class each day unless otherwise announced.
  - Textbook
  - Pencil or pen & pencil
  - Science notebook and science folder for handouts
  - Scientific calculator
  - Graph paper (can split a pack with a classmate)
  - Physics lab notebook (a bound notebook - an example will be shown in class)

EVALUATION
 Grades will be calculated by averaging each category of grades below and applying the indicated percentage of the final grade to each category:
  Tests        Homework      Labs          Quizzes
   50%             20%           20%           10%
 Example:  Suppose a student has the following averages at the end of a grading period: Tests = 81%, Homework = 95%, Labs = 92%, Quizzes = 78%.  Then her grade would be:
  Grade = (81)(.50) + (95)(.20) +(92)(.20) + (78)(.10)
            = 85.7 which rounds to 86.

A letter grade is assigned according to the following scale:
   93 – 100 = A
   85 – 92   = B
   77 – 84   = C
   70 – 76   = D
     0 – 69   = F

The Final Grade for the course will be calculated as follows:
 1st six-week grade:  25%
 2nd six-week grade:  25%
 3rd six-week grade:  25%
 End of Course Final Exam 25%

HOMEWORK
 Homework assignments will be given approximately every week, and so each assignment will cover approximately a week’s worth of content.  It is expected that you will spend at least 30-45 minutes per night on homework and reading of the text.  You may complete homework problems at your pace, but you may find it easier to do the problems after we have first discussed the content in class.  Maximum credit on homework will be given for complete and logically worked-out solutions, showing all work.  Incorrect results will not be heavily penalized as long as your work demonstrates a sincere effort.  Penalties apply for late work.  You may work with others or request assistance from me after school, but the work ultimately must be yours.  When solving numerical problems, please follow the format below for each problem:
  1) Draw an appropriate diagram
  2) Write the givens (include units)
  3) Write the unknown (what you are solving for)
  4) Write the basic equation(s) you will use
  5) Solve the relevant equations algebraically first
  6) Substitute values, do calculation, and report result using
      correct number of significant digits
  7) Check that your answer is reasonable

 Guidelines for Graph Constructions

 1) Use a full sheet of graph paper.
 2) Title the graph.
 3) Label each axis and include the units in parentheses.
 4) Scale the graph using equal intervals along each axis.
 5) Record data as X’s or circled dots so that they are visible.
 6) Draw the best fit line but do not connect the dots.
              If you suspect a linear relationship, draw a line of best fit such that some of the data points are above the line and
                      some below the line.  It is not necessary that any of the data points lie on the line.
             If you suspect a curved line, draw a smooth curve such that some of the data points are above the curve and some
                      below the curve.
             If the point (0,0) can be logically included, then force the line or curve through this point.
 7) Calculate the slope of straight lines.
            Choose two disparate points on the line, not data points.
             Draw rise and run lines for the two chosen points.
            Calculate the rise and run and indicate both the number and its units on the graph.
            Include the slope calculation on the graph, both the number and its units.
            Include an interpretation of the slope (what does it mean?).

 See the example of a well-done graph given in class.
 
 

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