In my mathematics education class I was
once again enriched with knowledge about how to develop my abilities in
teaching mathematics to students. Although the topic for this week was about
measurement, particularly determining the area and perimeter of various shapes,
the main topic I grabbed from this lesson was how to conduct an effective
lesson.
We began the class by performing a minds
on activity in the form of a game called I Have, Who Has? This activity showed
me the importance of beginning a lesson with a minds on activity because it
helps students get focused on learning while stimulating their thinking on
topics that have already been covered. In my experience as a student I felt
that too many of my teachers rushed into the lesson without giving some time to
get students to dial into the subject before the lesson began. We then moved into
the main activity where we completed a worksheet that gets you to answer
questions about how to determine the area of a circle, rectangle, and cylinder.
I found this helpful because the worksheet had clear learning goals for the
lesson with the expectations that need to be met. This is important for
teachers to do when planning a lesson because it gets you to think about what
you want your students to learn and achieve by the end of the lesson. Finally,
we then began to take up some of the questions as a class and discussed what we
learned as a method of consolidation. Consolidation is important because it
makes sure that every student has arrived at the same conclusion. Without it, I
think that students will be confused because the lesson was not wrapped up.
After this we participated in the
learning activity presentations which involved activities which could help
teach students about measurement. The activities were not only fun for
students, but also displayed how the knowledge of measurement can apply in real
life situations. I believe this is important because I think that students
become more interested in math when they know how they can apply what they are
learning to situations outside the classroom.
As I completed the readings for the week
and attended class I began to reflect on what I had learned, but also began to
think about how I can create lessons for a class of unique students. This I believe
is one of the most difficult parts of teaching because it is hard to create
lessons to suit each student. In the article Differentiating Mathematics
Instruction I found a number of interesting ideas to create lessons to suit
each student. For example, it is important that I understand and welcome
different ways of thinking and solving a problem. Too many times I think math
teachers try to force one particular algorithm on students rather than letting
them come up with one. Another strategy it mentioned that I found interesting
was creating open tasks where students can decide what variables to use. With
this students can make it easier for themselves if they need to so they can get
started or challenge themselves if they found the work too boring.
Here is an interesting video about how math can be differentiated to help students with different needs.
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