Time: Tu, Th, Fr, 4:45 - 6:00 pm (meets Aug 27-Dec 21)
Place: Eng 103
Instructor: Edward Boggess, email: firstname.lastname@example.org
Tutor/office Hours: 1:40 - 4:40pm Fridays
Tutor Place: rm 289 - Math Office wing Course website: http://www.uccs.edu/~eboggess/Math1050.html Textbook: Precalculus, by Beecher, Penna, Bittinger 4th edition
Comprehensive Final Exam: Tue, Dec. 17, 4:45 - 7:15 pm
This course will roughly follow the text but will skip some sections and do some others out of order. This is so that the most important and required concepts will be covered.
Pg XVI of the text's preface lists an optional student solutions manual (for odd numbered problems) for those who may wish this supplement,
The first chapter (Chapter R) of the text (pgs 1 - 57) is a review chapter for concepts that the student needs to be familiar with for this course. They include:
- Real numbers, notation
- exponents, scientific notation
- algebraic manipulation of polynomials
- solving linear and quadratic polynomials
- algebraic manipulation of rational and irrational expressions
It will be assumed that the student is familiar with these concepts. However, I understand that familiarity does not necessarily mean that these concepts are fully baked in. Please feel free to ask questions in class or schedule office time if clarification of these concepts is needed.
The material covered in this course is very important to more advanced math as well as many areas of science, engineering, business, etc. Some think this material is "hard". However, I believe that "tedious, but important" is a better description. Many people think this is hard because they may get a lot of wrong answers. However, this is usually due to the student not faithfully carrying out the rules that they already know as opposed to them not knowing the material. Many times, playing "dumb computer" (i.e. simply doing all steps without skipping any) is the key to getting the correct answer.
It has been my experience that the reasons the vast majority of students who did not get the grade they were hoping for was due to not being diligent in attendance and assignment completions. I do not take attendance but this is probably the best predictor of a student's success. During most classes, I will work some of the homework problems on the board. I choose the worked problems as being representative of the rest of the assignment as well as being representative of those concepts that are important to understanding the material. Good attendance and assignment completion almost guarantees a good grade.
Homework and Grading:
Homework will be assigned most days meaning that there will usually be 3 separate homework assignments assigned each week. All homework assigned on a given week are due the following Tuesday. I highly recommend that you don't wait until the night before it is due to start the homework, but instead, you work on it as soon as it is assigned. Not only will this help you to complete the homework, it will also help you to better understand the lectures. Roughly half the points for each assignment will be earned by simply putting in a good effort on the entire assignment. The other half of the points will be earned by accuracy. I DO NOT ACCEPT LATE HOMEWORK, NO EXCEPTIONS!! I will, however, not count your lowest 3 homework scores.
Homework Grading Specifics:
Each day's homework will be worth 20 points. Due to the volume, I will only be grading 3 randomly selected problems from each homework. Each graded problem will be worth 3 points with partial credit being awarded to incorrect answers that have reasonable work associated with them. These graded 3 problems' total worth will be 9 points. The other 11 points will be awared based on eyeballing the rest of the student's homework. Full credit will be given if it appears that all questions were reasonably answered.
Students are encouraged to work together on homework. However, if I sense that someone is simply copying another's homework without doing the work, credit will be adjusted accordingly.
Homework Aspects Required For Full Credit::
- Each homework packet MUST BE STAPLED else not accepted (corner folding NOT accepted). The MLC (ENG 233) has a stapler that you can use
- No late homework (unless pre approved) - late means any time after 6 pm on homework's due date
- Work MUST be shown - all steps (except trivial ones) must be clearly shown for full credit
- A wrong answer with one minor mistake = a lot of partial credit
- A correct answer with little work (or confusing/invalid work) will result in little or zero partial credit
- Each problem's answer must be clearly marked and in a correct (mathematically valid) form (use answers in text for guidance)
- If a homework problem is worked on the board during class, you still must rewrite the solution on what you turn in
CLASS GRADING (% of course grade):
Review Quiz (Fri, Aug 30): 5%
In class work, attendance: 5%
Test #1 (about Sep. 26): 15%
Test #2 (about Oct. 24): 15%
Test #3 (about Nov. 19): 15%
Comprehensive Final: at least 25%
In class work/attendence: Attendance will NOT be taken but STRONGLY encouraged because:
1) on most days, I will work some of the EVEN numbered (those without answers in the back) homework problems on the board
2) on some days, I will assign a short one question problem, given 10 minutes before the end of the class period. Those who turn them in will get credit for this one problem. All of these problems added together will be worth 5% of the total grade.
Comprehensive Final: for most, this will count as exactly 25% of the total grade. If a student's final exam grade is significantly better than the earlier mideterm tests resulting in a border line final grade, I will award a higher final grade based on the fact that performance has improved.
For ALL Tests, Exams: Only scientific calculators are allowed; no graphing calculators computers, phones, headphones, other electronics can be used in any way. Students may use such devices to help with homework but all homework must be hand written.
NOTE: Not having a caluclator WILL NOT BE A DISADVANTAGE!!! No one will be penalized for expressing answers in "exact math" which means using mathematical symbols for roots, irrational numbers (such as pi, e) or expressing trigonometric values in an "exact" way (such as cos(68) for "cosine of 68 degrees" as opposed to its numeric approximation obtained from a calculator). There will NOT be any homework or test problems that are made easier with a calculator. Calculators are a superb tool for elimination of tedious calculations; this course does not require any tedious calculations.
MAKE UP TEST POLICY:
Generally, a missed exam will result in a 0 given for that exam. However, sometimes events are so out of the student's control that a make up test attempt is warrented. In such a case, the student must contact the University Testing Center (255-3354), fill out their form, give at least a 24 hour notice and pay the associated $10 fee.
If a student knows of a commitment that conflicts with a given test, it is their responsibility to tell me as soon as this is known. If I am approached about something that the student had long known about only a day or two prior to the test, I will not be accomodating. I will judge the merit of whether or not a make up test attempt is warrented on a case by case basis. Be advised that I might require independent verification (such as a doctor's note) if I sense that the situation is anything but completely out of the student's control. Note that a sudden commitment the night before a test will generally not be sufficient cause; the student needs to be studying continuously instead of waiting until the night before a test.
Functions: definition of,
Linear, quadratic, general polynomial, rational, algebraic manipulation of
exponential, trigonometric, function inverse
Systems of equations Conic Sections
Modeling / problem solving
Learning Center (MLC) Free tutoring service is available at the Math
Learning Center (MLC) located in EN 232. It is recommended that you use
this facility for questions regarding homework, computer algebra
systems, review for exams or any other course material that you are
having difficulty with. Please visit the MLC website http://www.uccs.edu/~mlc/ for more information.
To make the
most of your class, you are required to attend every class session.
Students should notify (in advance) the instructor if they need to miss
more than one session. Supporting documentation may be required. Drop
dates: Please seek counseling from the Dean's office before dropping any
course and note the following important dates: Sep 12 – last day to
drop and receive a full tuition refund; Nov 1 – last day to drop
without special permission from the Dean.
honesty is fundamental to the activities and principles of a university.
All members of the academic community must be confident that each
person's work has been responsibly and honorably acquired, developed,
and presented. Any effort to gain an advantage not given to all students
is dishonest whether or not the effort is successful. The academic
community regards academic dishonesty as an extremely serious matter,
with serious consequences that range from probation to expulsion. When
in doubt about plagiarism, paraphrasing, quoting, or collaboration,
consult the course instructor.
If you are a student with
a disability and believe you will need accommodations for this class,
it is your responsibility to contact and register with the Disability
Services Office, and provide them with documentation of your disability,
so they can determine what accommodations are appropriate for your
situation. To avoid any delay in the receipt of accommodations, you
should contact the Disability Services Office as soon as possible.
Please note that accommodations are not retroactive, and that disability
accommodations cannot be provided until an accommodation letter has been
given to me. Please contact Disability Services for more information
about receiving accommodations at Main Hall room 105, 719-255-3354 or
Supplemental Instruction (SI):
SI sessions are led by a student who has already mastered the course material and has been trained to facilitate group sessions where students can meet to compare class notes, review and discuss important concepts, develop strategies for studying, and prepare for exams. Attendance at SI sessions is free and voluntary. Students may attend as many times as they choose. SI sessions begin the second week of class and continue throughout the semester. A session schedule will be announced in class. For information about the program and session schedule/updates, visit: http://www.uccs.edu/mathcenter/si-schedule.html