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Self-Paced On Line Guide
to
Designing and Implementing a Program for Assessing
Learning in the Major
The following is a suggested sequence for using the
resources on this and other sites to design a program
of assessing learning in the undergraduate mathematics
major. Except for two books suggested in the final
step (#10), full texts of all of the suggested readings
are accessible by way of the given links. (The two
books can be read on line.) Of course, some users
may choose a sequence different from the one suggested
and may use resources other than the ones suggested.
- Use the Frequently
Asked Questions (FAQs) on Assessment in Undergraduate
Mathematics as necessary to clarify the meaning
of terms.
- View the PowerPoint presentation
on assessment – first 25 slides
- Read the CUPM
Guidelines for Assessment of Student Learning.
- Consult the Undergraduate Programs and Courses
in the Mathematical Sciences: CUPM Curriculum Guide
2004 for recommendations on structuring
courses and programs for majors.
This is a reasonable point at which to reflect on
and discuss these sources and to resolve conflicting
interpretations and arrive at a working consensus
that can guide your work on assessment. Areas that
commonly cause confusion are: (1) distinctions among
terms such as outcomes, goals, and objectives; (2)
how to narrow the assessment plan so that it can be
accomplished and promote valid inferences; and (3)
how the assessment data will be used.
These readings have made suggestions about visions
for the structure and goals of the major. This should
provide a basis for a process within your department
to come to agreement on a vision statement that is
useful for assessment. This process may be lengthy,
but it is serious work that is essential before moving
on to finalize or implement assessment activities.
The readings in the next two steps are relevant during
or after this vision-developing process. These readings
expand on assessment by looking at it from an international
perspective and in a larger arena of program evaluation
and accountability, where your assessment results
may be used.
- Read “Assessing Undergraduate Mathematics Students” (HTML) (PDF)by Ken Houston.
- To frame assessment of the major in larger arenas:
At this point it is likely that a preliminary plan
has been developed. This plan likely includes learning
goals and objectives, curricular and instructional
strategies, and areas of gathering data – roughly
steps 1, 2, and 3 of the assessment cycle. The plan
may include how the data will be used.
Experiences of others and further reading about results
of research on learning can help refine your preliminary
plan. This preliminary plan and the brief abstracts
and annotations can guide you in selection of readings.
- Read some of the fourteen case studies on assessing
learning in the major in Part
I of MAA Notes #49.
- Read selections of the new case studies on assessing
the undergraduate major:
- During 2004-2006, teams of faculty from twenty-eight
colleges and universities participatied in the workshop
Assessing
the Undergraduate Program in Mathematics. You
may wish to contact some of these teams
who are at institutions similar to yours.
- 10) The annotated Bibliography on assessment
provides many possibilities for further reading
on assessment. One area that is increasing in importance
as we learn more about how students learn is summarized
in two publications of the National Academies Press,
How
People Learn: Expanded Edition (2000) and
Knowing What Students
Know (2001). Both books can be read online for
free.
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