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Math 51 � Elementary Algebra

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Math 51 � Elementary Algebra
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Math 343 – Modern Business Mathematics

Fall 2011 (McFaul)



Disclaimer: All information in this syllabus is subject to change if the instructor finds

it necessary. Any change will be announced during a class session.

Absent students are still responsible for any announced changes.



Course Meetings: TTH 8:15 am – 10:20 am, FLC FL5-109



Text: Purchase eBook ($75) via publisher interactive website at www.webassign.net

Class Key: flc.losrios 6674 1376

Applied Mathematics for the Managerial, Life, and Social Sciences,

5th Edition, by Tan ISBN-10: 0-495-55967-9



Calculators: Highly Recommended: TI-83 or 84, TI-83 or 84 Plus, or TI-83 or 84

Silver Edition graphing calculator.



Instructor: Steve McFaul Phone: 608-6675

Aspen Hall 144 Email: mcfauls@flc.losrios.edu



Web Site: www.flc.losrios.edu/~mcfauls



Office Hours:

Monday Tuesday Wednesday Thursday Friday

3:15 – 4:15 p 1:00 p – 2:30 p 3:15 – 4:15 p 3:15 – 4:15 p

or by appointment



Prerequisite: Minimum “C” or better in Math 120 (Intermediate Algebra) or successful

completion of the placement test. Proof of the necessary prerequisite is

required for continued enrollment beyond the first week. The

instructor will check for proof that you meet the prerequisite during the

first week of class.



You can meet the prerequisite in two ways: providing a copy of a college

transcript with grade of C or better or by taking an assessment test that

places you Math 343. Nothing else constitutes having met the

prerequisite. In the case of providing a college transcript if the transcript

is outside of Los Rios, a list of equivalent courses is listed at the math

homepage www.flc.losrios.edu/~flcmath.



The Course: Math 343 is a four-unit course. Credit for this course is AA degree

applicable and transferable. This course is designed around applications

of mathematics in an economic and business context. This course is not

recommended for mathematics or physical science majors.









Revised 8/1/2011 Page 1

Course Content: Course content includes a brief review of algebra including factoring; base

e and natural logarithms, quadratic, power, exponential, logarithmic and

rational equations. The major topics included are functions (graphs and

tables), finance (interest and exponential models), rates of change,

optimization, and linear programming. The content of the course is

structured to incorporate tables, graphs and data sets collected from real-

world situations. A scientific or graphing calculator will be required for

this course. A more specific breakdown of topics can be found in the

college handbook. It is highly recommended that you see a counselor

as part of your college planning.



Student Learning Outcomes:

The Student Learning Outcomes (SLO’s) for this course are available

online at www.flc.losrios.edu/~flcmath. Simply click on the Student

Learning Outcomes link, and then the link to this course.



Grading: Letter grading will be calculated based on the following percentages:



90% - 100% A 80% - 89% B 70% - 79% C

60% - 69% D less that 60% F



Points are weighed as follows:



Homework: 20%

Exams / Quizzes 60%

Final Exam: 20%



Exams graded on a 100 points basis, quizzes on a 10 point basis, written

homework on a 10 point basis, online homework based on and class

assignments on a variable point basis. “In progress” grades will be made

available throughout the semester.



Homework: Homework will be assigned for each section. There will be both a written

and online portion for homework. Instruction for completing the online

homework will be given at the beginning of the course. Homework will

mainly be comprised of exercises from the textbook and will be

supplemented with worksheets. Written application problems from the

textbook will be assigned for you to turn. A list of HW application

problems will be posted on my website. Late written homework may be

turned in for half credit at the beginning of the next class session but

will not be graded until the end of the semester and only if necessary.

See the Homework Guidelines for complete directions and grading criteria.



Class Assignments: Class assignments will be assigned as needed. This will mainly be

comprised of exercises from the textbook and handouts. These

assignments will be assigned and due during one class session. You will

be encouraged to work in groups.







Revised 8/1/2011 Page 2

Exams: Four exams will be given during the semester. They will be announced in

advance about 1 week before the exam. All exams will be closed book,

closed notes unless otherwise instructed. Pencils must by used on

exams. Illegible work and/or answers are incorrect. Missed exams cannot

be made up. However, if you miss an exam the final may be used to

replace the missed exam. The final may be used to replace ONE missed

exam. If more that one exam is missed then a zero will be assigned to

each missed exam beyond the first. If the makeup privilege is used, there

will be a 10% penalty. A comprehensive final exam will be given

Tuesday, December 13, 2011 from 8:00 to 9:50 am.



Quizzes: Several quizzes may be given during and semester and may or may not be

announced. Quizzes are open note (including homework) but closed book.

Quiz problems will be very similar to problems from the homework due

during that particular class session or problems done in class. Missed

quizzes cannot be made up.



Class Participation: Students will benefit from class participation in borderline cases (see

definition below). Class participation will be noted by the instructor

during most class sessions for those students that answer questions posed

and those students that present problems on the board when asked. Class

participation may be an individual or group activity.



Borderline Cases: A borderline case is defined as any student within 2% of the next higher

grade. At the end of the semester the grade of a borderline student MAY

be raised to the next highest grade if the student is within 2% of the next

higher grade and one of the following cases are true.

1. The score on the final exam is greater than the overall average.

2. ALL work has been completed and class participation has been noted.

Note: A Student will be excused for missing one quiz and one

homework assignment during the semester.

Exceptions:

 No grade with be raised if the Final Exam score is less than 60.

 No grade with be raised if the Final Exam score is more than 10

points below the raised grade being considered. Example: For a grade

to be raised to a “B” the score on the final must be at least 70.

 No grade will be raised if the overall Homework average is less than

70% .

 No grade will be raised if you’ve missed more than 3 class sessions.

 No grade will be raised if you’ve been late to class more than 3 times.



Attendance: Attendance will be taken for each class session. FLC policy states that

you may be dropped from a course after missing 6% of the class meeting

time. If you have four absences for any reason, you may be dropped

from the class at my discretion without notification It is the student’s

responsibility to know the material covered in the class. Examples may

often be used in class not included in the text. In addition unannounced





Revised 8/1/2011 Page 3

quizzes and class assignments may be given during class time. These

quizzes cannot be made up. If you miss a class, you miss the quiz.



Tardiness: Please get to class on time. Students late to class on a day homework is

collected or tests and quizzes are given may have points deducted.

Tardiness will also affect disposition in borderline cases. If you have a

special issue please discuss it with me.



Class Policies: I expect courteous behavior at all times. I will not tolerate profanity or

rudeness. Do not leave the classroom at any time during class unless you

check with me first. If you have been given permission to leave, please do

so quietly and with minimum disruption. If you are disrupting the class by

talking, I will ask you to leave. Not paying attention, including sleeping,

will be considered a disruption. Before you leave each day, please pick up

any refuse and dispose of it. Leave the classroom as neat as when you

came in. Campus policy prohibits eating and drinking in classrooms.



Cheating will be punished swiftly and severely. Anyone caught cheating

will receive a zero on the exam and lose all makeup privileges. It is your

responsibility to protect yourself from cheating accusations by protecting

your work on an exam as well as keeping your eyes focused on your own

paper at all times.



Cell phones: Cell phones are not allowed in my class (or must be

turned off before you enter the room). If your cell phone rings during

class you may be asked to leave. If you answer the phone or you text

message during class your highest test during the semester will be

recorded as a zero.



Student Conduct: By enrolling in classes at FLC a students must comply with a student code

of conduct set forth by federal and state laws, college rules and

regulations, and District policies. Students violating such rules and

regulations are subject to disciplinary actions. Student’s rights and

responsibilities with regard to the Disciplinary Process and Grievance

Policy are outlined in the college catalog.



Resources: Your classmates are your best source for assistance. Make a point of

meeting with some of them on a regular basis to help fill in missing gaps

in your knowledge. Please make use my office hours and the free tutoring

available (the schedule is posted around campus). I am available by email

should you have questions. I rarely check voice mail. Don’t wait until it’s

too late. GET HELP!









Revised 8/1/2011 Page 4

How to Succeed: This class is extremely fast-paced and many students find themselves

quickly overwhelmed. What do you need to do to be a “Math 343

survivor”?



 You should plan to spend at least 2 hours out of class studying for

every hour in class in order to pass this class. It is extremely difficult

to overcome a bad start so I encourage you to set good study habits the

first few weeks of the semester.



 Take the time to read the section(s) we’re covering in class that day

before you come to lecture. It will seem confusing at first but it will

make class time much more productive for you.



 Do the homework right away. You should always have the homework

done before the next class period. As I said, we move fast and

skipping even one day’s homework will make it hard to catch up. Put

aside time to study for this class every day. If you have a

question/problem on homework, take care of it right away…call a

classmate, find a tutor, or come see me, but don’t let your questions go

unanswered!



 Start studying for exams about a week ahead of time, setting a

schedule for yourself so that you don’t cram. If you come to class

prepared every session, take the time to do your homework well, and

are proactive about getting help, you’ll be well on your way to success

in Math 343.









Revised 8/1/2011 Page 5

Homework Guidelines



Homework and “Written Homework” will be graded on a COMPETITIVE ten-point scale. The

best paper that follows the homework guidelines will set the standard. Only perfection will

receive all points.



What do I look for in your homework assignments?



Each problem should have complete, clearly written solutions (not just an answer). Most

problems assigned will have answers in the back of the book however I want to see the process

of solving the problem reflected in a step-by-step solution. Generally you should include all

information in your answer necessary to explain the problem to someone if you didn’t have the

original problem available.



Unacceptable homework will be returned with a “NG” (not graded) notation. You will

have until the next class session to resubmit the homework in an acceptable fashion for grading.

Failure to resubmit the homework will result in a zero score.



The following are some specific criteria. Points will be deducted if these criteria aren’t followed

completely.



1. Points will be deducted for not using a pencil. Exceptions may be allowed in cases where

color is being used to enhance the presentation of the problem.

2. The section number and assignment must be clearly written at the beginning of the

assignment or page for EACH section.

3. The assignment must be complete and neatly written. Points will be deducted for

sloppy work. If your work is not legible, I will not grade it.

4. The assignment must be logically organized. Points will be deducted for out of order

pages or problems and general lack of organization.

5. Your homework must be stapled in the upper left hand corner. Papers must be stapled in

such a way that when flipping through, all problems can be read.

6. Do not turn in pages torn from a spiral notebook with ragged edges

7. You must write out the problem and then proceed to show all steps involved in solving

the problem. The only exception to this will be word problems or problems involving

graphs. You need not write out word problems or problems involving graphs.

8. If a formula is used the then the setup of the formula should be shown even if a calculator

or software is used for the actual calculation.

9. Your answer must be clearly circled or boxed unless instructed otherwise. If applicable a

conclusion or interpretation may be required.

10. The answer to a problem must be complete including any follow-up or associated

questions.

11. If a problem includes context then your answer or conclusion must include that context.

12. If you do not show any work I will make an “NWNC” (no work, no credit) notation, and

you will get a zero.

13. If we do a problem in class feel free to copy the solution off the board for your

homework, just make sure you copy the entire problem, work and solution. It is your

responsibility to understand how to do the problem on your own





Revised 8/1/2011 Page 6

======================== Sign and Return ======================



I, _____________________________________, have read the syllabus for Math 343



(instructor: McFaul) and accept responsibility for understanding its content.







Signature: __________________________________ Date: ___________________









Revised 8/1/2011 Page 7


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