Chapter 10 – Writing
for Tests and Assessments
The text describes how math teachers
have always strived for students to show their work, and not simply write down
a mysterious number in which the roots are no where to be found. However, even
if a student shows how they plugged numbers in to a particular formula that may
not mean they understand the mathematical concept behind what they did. Thus, “showing ones’ work” is not
sufficient. This is where it is important to have portions of tests where
students can thoroughly describe their reasoning in words. However, this cannot
simply be something that students are expected to do thoroughly for exams.
These types of writing activities must be frequently practiced in day-to-day
classes for students to begin to effectively describe their thought process in
writing for mathematics.
In my field experience, the Algebra
II students have just finished a unit on Probability. They were asked to write
their reasoning if a certain scenario appeared theoretically feasible. Numerous
students used knowledge outside of the mathematical evidence to describe if
such an idea was reasonable. I cannot explicitly recall the problem, but it was
something about if a student could possibly perform three activities or
something, and the students were supposed to draw from the data in the earlier
problems. However, many students described how students are often busy and
participate in numerous activities- drawing on no mathematics at all! The
directions to this problem were obviously not nearly clear enough, and I also
believe that the students were not given enough practice to successfully tackle
a writing problem in math class. I asked the teacher if they do a lot of
writing to explain their reasoning, and she said they did not. Thus, students
were likely thrown off on what they were being asked to do. It is important to
remember that students need to have demonstrations, scaffolds, and practice
with assignments, activities, and the types of problems they will be asked in
assessments. Test day is not a time to introduce writing mathematical thinking.
I loved the example on page 256,
which had the students be the announcer for the swimmers, and describe what was
going on in the race. The graph displays the swimmers race, and then the
students are the interpreters. The students write what the graph tells them,
and they have the chance to role play and be creative in their assessment. This
is fun for the students – a fun test! As a teacher, I want to strive to
constantly find these types of applications. Constant collaboration and
research are necessary to continue to create curriculum, instruction, and
assessment that take the material to another level of context and interest for
students.
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