Abby Markert
Student Work Blog 3
This week for my student work I was
able to look at the most recent assessment of unit 1. In this assessment
students were asked to complete 6 questions, some with numerous parts. This
assessment consisted of two parts. Part A of the assessment included: counting
by 1’s, writing numbers that come before and after, tally marks, and writing
their numbers one through 6. Part B of the assessment asked the students
questions relating to: counting by 2’s, counting by 5’s and recognizing the
winner of Top-It. The first grade
team decided to weigh part A out of 14 points and part B out of 5. This is
because part A included areas that the students should know from kindergarten
and also more questions. The student that I am looking at scored an 8/14 in
part A and a 4/5 in part B. The big area of confusion that this student
demonstrated was in the second question that asked the student to write the
number that comes before and after. In both of the examples (before and after 4
and before and after 9) the student got the two numbers correct but put them in
different positions. For example he wrote 10,9,8. This shows me that he
recognizing the two numbers that surround the 4 but he either does not realize
which on is greater or was unclear on the instructions. Above this question he
was able to correctly count by 1’s starting at 8 all the way to 15. But it was
interesting that when he had to do the “-9-“ he did it backwards when above he
was able to do it correctly. The next set of questions involves tally marks. I
found it interesting that in the tally marks for “12” he accurately wrote the tallies
including “slashing it.” However he wrote twelve in tallies by doing a bundle
of five then there were two tallies then another bundle of five. This is
interesting thinking because he would need to do the two bundles of five before
he realizes there are two more tallies. I am not sure if he just decided to
squish those two in the middle or if he thinks that’s where the two belong. The
way it is written suggests he wrote five tallies then he wrote two and
continued to write five more. Judging by the other work that I have seen from
this student I believe he wrote five and then the second 5 and just squeezed in
the two other tallies in between.
Since this assessment is given out
of the Everyday Math curriculum it makes it challenging to see what the
students are really thinking. I would have liked to ask him why he placed the
numbers in the order that he did or why did he write the tallies the way he
did? This would be extremely informative since the answers are all correct they
are just written in a different way. The questions on this assessment are all
questions that he has seen before and they are a way to see what the students
learned from the unit. However, in this particular case I would find it useful
to hear what he is thinking to be able to understand any misconceptions he may
be having.
Your analysis is very good. Remember that although you may be "forced" to give the EM assessments / worksheets, realize that you are not prohibited from supplementing your assessment with questions that you yourself want to ask. You might think about modifying the worksheet, or giving the students supplemental problems. You seem to have a good sense of what would be useful information to gather from them.
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