Most (if not all) teachers have heard this question asked at
some point during a lesson. As a math teacher, you might have heard it so many
times over the years that you’re getting sick of it. Poor math. There seem to
be so many topics that students question the relevance of, often because they
really are curious (and maybe can’t make the connection), at times because they
are frustrated, and at others simply because they want to stump the teacher in
hopes of getting out of some work. Can we really blame them though?
After all, we encourage them to develop their voice and
think critically. Why would anyone do something if they can’t see the point of
doing it? I know that I certainly asked the question myself as a student and received
a wide range of answers. These varied from the “you will need this because I
say you will/to get the grade” type to others that were much more convincing.
‘Do well in school to get a good job’ certainly isn`t the
motivator it used to be for a large percentage of students. Rather, it seems clear
that students either need to be enjoying their experience in the classroom or
they need to see the meaning and value in their learning (if not both).
On top of doing all we can to make lessons fun and
relatable, I think all teachers should spend some time reflecting on this
question (regardless of what subjects you teach). Hopefully you find that your
reasoning for teaching the material is a lot stronger than “because it’s in the
curriculum”!
I’m not saying there is anything wrong with explaining
to students that completing this will improve their problem solving abilities
or critical thinking skills. But at the same time, it seems to me that many students
want more and more specific answers. Often they are looking for something
practical and directly applicable. The more we reflect on “how could this
lesson be useful in the real world?’, the more convincing our answers and
examples will be. Then, just maybe, some of our students can shift their
outlooks from a 'search for relevance' to an understanding of the importance/practicality
of math.
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