College of San Mateo
Fall 2009
Instructor: Paulette
Callahan (callahanp@smccd.edu)
Course:
CRN
82683
9:10-10:00
MWF
Room 18-301
Description:
Three lectures hours plus one
hour by arrangement per week. Basic arithmetic facts and operations of whole
numbers, signed numbers, fractions, decimals, and percents; estimation, number
sense, calculator skills, area and volume, and applications. (Units do not
apply toward AA/AS degree).
Student Learning Outcomes:
1. Perform operations with whole numbers
2. Perform operations with fractions
3. Perform operations with decimals
4. Perform operations with percentages
5. Calculate perimeters/areas of geometric figures
6. Find greatest common factors and least common
multiples
7.
Other topics as
chosen.
Computer contact: You are responsible
for having access to the internet (free on campus/libraries) to monitor any
postings online. Quiz and test scores may be posted there by assigned number,
as time permits. Contact with me outside of class will be conducted by email
(no phone) at callahanp@smccd.edu so you must maintain your username@my.smccd.edu email found at your WebSMART student
account. Do not call school staff to leave phone messages for me! Office 12-173
by appointment.
Text: Basic Mathematics, 10th edition,
Bittinger. Copies of this or older versions on reserve at library (ask at the
main desk first floor bldg. 9), and the tutoring lab 18-202. Other audio/visual
materials also available.
Attendance: You should be in
class for each entire session. If you sign up for this course, I assume that
you need the instruction and will follow the attendance policy. If you do not
need the instruction, you should place into a higher class to make room for
students that do need the instruction. Students who habitually come late, leave
early, or drift in and out during class time are disruptive to the class and
will be documented/dismissed/dropped. You should strive to not miss any of the
class meetings, but to stay in the class you must miss less than 20% of the
non-test instructional days. For instance, if you miss the equivalent of 2 (or
more) sessions thru 09/11 or 4 (or more) non-test days thru 10/09 or 6 (or
more) non-test days by 11/04, you may be dropped/withdrawn by me. Late
arrivals, in/outs during class, early exits, and forced dismissals from class
count towards absence totals (from one-half to one whole session as determined
by me). In all cases, it is your responsibility to keep up with your status and
file appropriate forms to avoid unwanted grades. Email and ask me if you are
concerned about your status.
Tutoring in 18-202: There is an Òhour
by arrangementÓ requirement mentioned in the catalog for tutoring and homework
help. It is a mandatory requirement of this course that
you make yourself available for the amount of tutoring time in 18-202 that I
assign to you based on your performance (see below). You should not attempt to
perform all of the time at once or right before the lab closes, or you may not
be able to complete the assignment or benefit from it. You are not allowed to
substitute this time obligation somewhere other than 18-202. To receive credit
for time spent in the lab, you must log into the computer with your student
number for the time you spend in the lab, whether you are receiving tutoring or
just working on your own. Students found to be cheating by logging in but not
staying in the room to do their work will have to perform new hours as a
penalty, and may be subject to disciplinary action under college cheating
policies. Use of up to 17 hours in the lab is free. If you require more hours,
you must be prepared to pay for another unit (see 18-202 Math Resource Center
for policies). Students who perform satisfactorily on quiz/hmk/tests will not
be assigned mandatory work in 18-202, although it is encouraged!
Homework: Do at least 1 hour
of independent study for every hour spent in class. Read current sections and
examples in the book, review class notes, attempt odd problems, check answers
in the back of the book, form a study group with other students, ask questions
in class, and go to tutoring as needed or required (Bldg. 18 room 202).
Homework is collected at the beginning of class on the day that it is due. Late
students must present homework to me as they enter class or it will not be
accepted. No later submissions accepted. Students missing more than 75%
of homework assignments in preparation for a particular unit test may be given
additional measures such as extra tutoring time in 18-202 to make it up.
Quizzes: Will be given daily
in the first 5-10 mins. of class, based on previous homework. No makeups. Late
students are not allowed to take the quiz. Those with poor or missing quizzes (generally
less than 75% of the available points) will be assigned mandatory tutoring in
18-202 as determined by me on a case by case basis (up to a maximum of 4 hours
for each attempt of a unit test). No books, notes or calculators allowed.
Tests: Tests will be given as per the
schedule to those who qualify (see below):
The three unit tests are approximately as
follows:
Unit 1(ch1/ch2), Unit 2 (ch3/ch4), Unit 3
(ch5/ch6/ch10).
Each unit test will consist of 10 questions,
one point for each absolutely correct answer (no partial credit). You must
receive 7 out of 10 points or better to pass a unit test. No books, notes, or
calculators allowed. If you pass all three unit tests, you will receive Credit
for the course. (No letter grades in this course).
To qualify for taking the first
attempt at a scheduled unit test, you must have completed the following:
1. Turned in at least 75% of the
homeworks assigned in preparation for that unit test or met any additional
tutoring requirements as assigned by me.
2. Completed any assigned
mandatory tutoring due to poor quiz performance (up to maximum of 4 hrs. for
each unit test attempt in 18-202).
If you do not complete this work by the last
class session before the day of the first attempt for a unit test, you will not
be allowed to take the test and will have only two more chances to make it up.
You should not waste opportunities to take the test or wait until the last
minute to perform mandatory tutoring!
For each scheduled unit test, if you
1 do
not qualify to take it,
2 fail
to show up to take it as scheduled, or
3 fail
to pass it,
you may earn a maximum of two more chances to
take it. You must spend up to 4 new hours as assigned by me in the tutoring lab
to qualify for each new attempt. Two attempts for each unit test will be
provided during class time. Students in need of a third attempt outside of
class, who cannot work out an alternate time with me, must be available to take
the test outside of class from
7am to 8am or 10am to 11am on 10/19 for Unit
1 and from
7am to 8am or 10am to 11am on 11/30 for Unit
2 and
9am to 10am on 12/16 (during the scheduled
finals week meeting) for Unit 3.
If you do not pass the third attempt of
a Unit test by the above deadlines, you will not be allowed to take the next
scheduled unit test and you will be dropped from the course. If you do not pass
Unit 3 by 12/16, you will receive no credit for the course. You must show
evidence of making progress with the material to continue in the class. If you
are dropped, you will receive ÒNo CreditÓ for the class and cannot continue
coming to class (or you may initiate a withdrawal by 11/18). You should then
continue to study the material in the book (with the help of the tutoring lab)
and attempt the placement test again at the testing center to try to qualify
for Algebra.
Please make special note to avoid future
conflict or misunderstandings:
1. Do not ask me if it is OK to be
absent or leave early, or give me notes from doctors, counselors, etc. Absence from
class will still be counted and you must decide for yourself whether it is a
necessary absence. There is no need to notify me of one-day absence or tell me
of the personal reasons behind absence. Informing me of these reasons will not
change my class policies. Extended absence of a week or more should be
discussed with me to assess your status and risk of being dropped. Plan time
properly to arrive at school on time to avoid lateness, accidents and parking
issues. Take responsibility for your decisions and actions!
2. There will be no makeups of (or early)
homework or daily quizzes. No more than three attempts at each unit test will
be given no matter how much time there is left in the semester, so make your
attempts count! No incompletes will be granted.
3. I should not have to tell you the
following! No visitors are allowed in class (including children, friends,
relatives, pets, etc.). No cell phones, music players, computers, or any
other distracting devices are to be used during class. No noisy/smelly/messy
foods (such as pizza) are allowed in the classroom as no one wishes to smell
your food, watch you eat it, or clean up after you. No sleeping during class
time--if you need sleep more than instruction I will ask you to go find a more
comfortable and appropriate place. No private tutorials, conversations, or
passing of notes is allowed while I am lecturing. No profanity,
abuse/harassment of me or other students, or in general any disruptions that
inhibit student learning will be tolerated. Students deemed by me to be in
violation of the above rules, whom I ask to desist or be dismissed (leave the
classroom) for the session, must comply without argument or be removed by
security and referred to the Dean for possible disciplinary action.
4. Students with special needs must
make them known to me during the first week of instruction. After that, I
cannot guarantee that those needs can be adequately met. Appropriate forms must
be filed before services can be received and must be given to me at least a week
before a test, or no accommodations will be allowed for that test.
Accommodations conflicting with provisions in this syllabus must be approved in
writing by the Dean of Math/Science and the Chair of the Math Department.
5. Students who feel that they have serious needs that conflict with the policies stated in this syllabus must send me an email stating their concerns during the first week of instruction and I will determine if the conflict can be resolved. After this time, if you have not brought up any issues with me, I will assume that you have read, understand, and accept this syllabus and its terms, and I will not form any new contract with you, regardless of the reason. I strictly adhere to my policies out of fairness to all of the students.