Title: Todays Community College Student and How to Reach Them
1Todays Community College Student and How to
Reach Them
- Michael Sullivan
- msulliva_at_jjc.edu
- November 3, 2006
2Fortune favors the prepared mind.-- Louis
PasteurThe advancement and perfection of
mathematics are intimately connected with the
prosperity of the state.--NapoleonMathematica
l knowledge adds vigor to the mind, frees it from
prejudice, credulity, and superstition.--John
Arbuthnot
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7Who Is Enrolling in Community College?
- Percentage Distribution of Students Enrolling in
Community College - 29.7 place at Level 1 or below
- 46.0 place at Level 2 3
- 24.4 place at Level 4 or 5
- Level 1 Simple arithmetic
- Level 2 Simple operations with decimals,
fractions, powers, or roots - Level 3 Simple problem solving understanding of
low-level mathematical concepts - Level 4 Understanding of Intermediate
mathematical concepts, has the ability to
formulate multi-step solutions to word problems - Level 5 Proficiency in solving complex problems
or proficiency in advanced mathematics
U.S. Department of Education, National Center of
Education Statistics
8- According to the National Assessment of
Educational Progress (NAEP), only 17 of high
school seniors are considered proficient in
mathematics.
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10Who Is Enrolling in Community College?
- High School students were surveyed in 10th grade
and then again in 12th grade - Goal remained a bachelors degree 73.4 first
attended a 4-year school, while 25.2 attended
community college - Goal increased to a bachelors degree 44.4
first attended a 4-year school, while 51.1
attended community college - Goal was inconsistent or lowered 18.1 attended
a 4-year school, while 69.3 attended community
college - Goal was some college 17.7 attended a 4-year
school, while 69.4 attended community college - Had no college plans, 10.6 attended a 4-year
school, while 68.5 attended community college
-Moving Into Town-and Moving On U.S. Department
of Education
11Who Is Enrolling in Community College?
- About 11 of high school graduates who attend a
4-year university have completed less than
Algebra 2. - About 44 of high school graduates who attend a
Community College have completed less than
Algebra 2. - In fact, if we call Calculus, Precalculus,
Trigonometry, Algebra 2, less than Algebra 2, the
rungs on a ladder, each step down a rung,
increases the probability a student will enroll
in community college by 8.7. - Moving Into Town And Moving On
- U.S. Department of Education
12Predictors of Success
- Transfer predictors
- Credits in college-level mathematics
- Earning credits during the summer (a proxy for
persistence) - Continuous enrollment
- Avoidance of course withdrawals and repeats
-Moving Into Town-and Moving On U.S. Department
of Education
13Predictors of Success
- Terminal associates degree
- Continuous enrollment
- College-level mathematics credits
- No withdrawals or repeats
- Holding a campus job during the first two years
of enrollment - A higher ratio of occupational credits to all
credits earned. Caveat When this ratio rises
above 0.65, degree completion rates fall.
-Moving Into Town-and Moving On U.S. Department
of Education
14Predictors of Success
- Of all pre-college curricula, the highest level
of mathematics one studies in secondary school
has the strongest continuing influence on
bachelors degree completion. Finishing a course
beyond Algebra 2 more than doubles the odds a
student who enters college will complete a
bachelors degree. - Answers in the Tool Box, U.S. Department of
Education
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16Retention
- 5 of students of any ethnic group who initially
enroll in mathematics courses three levels below
college algebra progress through the
developmental math sequence and successfully
complete college algebra - ACCD Research Brief, Developmental Math, Student
Outcomes - Assessment Research Center, March 2005
17The Bottom Line
- Of all the predictors of success, instructors
have the most influence in preventing course
withdrawals and repeats and helping students to
attain college level mathematics credits.
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19Ideas for Preventing Course Withdrawals and
Repeats
- Motivation/Study Skills
- Getting the Students to Do the Math
- Inability to retain knowledge
- Big Picture Ideas
20Motivation
21Motivation
- The Net Present Value of an Education
- Assume college costs 18,000 per year. Factor in
opportunity costs of 28,000 per year. Assuming
you take four years to graduate, these are
outlays of 46,000 per year. Factor in 3
inflation. - From age 22 to 24, earn 7,415/year more
- From age 25 to 34, earn 11,691/year more
- From age 35 to 44, earn 19,799/year more
- From age 45 to 54, earn 19,140/year more
- From age 55 to 64, earn 20,156/year more
- Source United States Census Bureau
22SOURCE U.S. Department of Education, National
Center for Education Statistics. (2006). The
Condition of Education 2006 (NCES 2006071),
Table 22-1.
23Motivation
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25Study Skills
- What to Do the First Week of the Semester
- Learn the names of some of your classmates and
exchange contact information. - Group study sessions
- Missed classes
- Budget Your Time.
- Two to three hours of homework outside of class
for each hour in class. - Consider your work schedule and personal life
when creating your budget as well.
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27Study Skills
"If there's no struggle, there's no progress."
-- Frederick Douglass
- What to Do Before, During, and After Class
- Before Class
- Mentally and physically prepare yourself
- Read the section
- Create a list of questions to ask based on your
reading - During Class
- Arrive early and stay alert during class
- Take thorough notes
- Ask questions
- After Class
- Reread your notes and the section
- Do the homework.
- I hear and I forget
- I see and I remember
- I do and I understand
- Try to figure out why you got certain problems
wrong - Ask your professor or tutor for additional help
28Study Skills
29Study Skills
- How to Prepare for an Exam
- Step 1 Beginning about one week before your
exam, start to redo your homework assignments.
If you dont understand a topic, be sure to seek
out help. You should also work the problems
given in the chapter review. The problems are
keyed to the objectives in the course. If you
get a problem wrong, identify the objective and
examples that illustrate the objective. Then
review this material and try the problem in the
chapter review again. If you get the problem
wrong again, seek out help. - Step 2 A day or two before the exam take the
Chapter Test under test conditions. Be sure to
check your answers. For those problems that you
get wrong, determine why you got them wrong and
remedy the situation. - Step 3 Be sure to arrive to the location of the
exam early. Prepare your mind for the exam.
Also, be sure that you are well rested. Dont
try and pull all-nighters. If you need to
study all night long for an exam, then your time
management is poor and you should rethink how you
are using your time or whether you have enough
time set aside for the course. - Step 4 While taking the exam, be sure to read
the instructions. Show all your work and be neat
so that your instructor can follow your work and
find your solution. Also, taking an exam is not
a race, so there is no reason to turn your exam
in early. If you finish early, go over each
problem and verify your answers.
30Getting Students to Do the Math
- Classroom
- Instructor models how to do the math.
- Students may work exercises in class to see if
they get it. - Assign homework and hope for the best.
- What happens when the student leaves the
classroom?
"Mathematics is not a spectator sport!"
31Inability to Retain Knowledge
32Inability to Retain Knowledge
33Inability to Retain Knowledge
- Preparing for the Section
- Mixed Practice/Synthesis Review
- Just-in-Time Teaching
- Math Journals
- Give Justification for Steps
34Inability to Retain Knowledge Preparing for
35Inability to Retain Knowledge Mixed Practice
36Inability to Retain Knowledge Mixed Practice
37Inability to Retain Knowledge Synthesis Review
38Inability to Retain Knowledge Synthesis Review
39Inability to Retain Knowledge
- Try to avoid spending the first few days/weeks of
class reviewing prerequisite material. Instead,
review on an as needed basis.
40Big Picture Ideas
- Math is like chess
- Consider versus
- Factor 9x2 13x 4
- Logic
- Connections
- "If there is a problem you can't solve, then
there is an easier problem you can't solve find
it." - - George Polya
- Teach with an eye toward the future
- State and understand properties/definitions
- Do not memorize!
41"Life is good for only two things discovering
mathematics and teaching mathematics." --
Simeon Poisson You are not here merely to
make a living. You are here to enable the world
to live more amply, with greater vision, and with
a finer spirit of hope and achievement. You are
here to enrich the world. You impoverish
yourself if you forget this errand. --Woodrow
Wilson, 28th president of the US