The Mathemagic!
Gilbert Labelle,
Université du Québec à Montréal:
I like
mathematics because it is beautiful, full of surprises,
gives me
complete freedom of thought and, at the same time,
it can be
applied efficiently to solve problems in science and society.
Art and
mathematics are similar in that
they both use human imagination and skill
to combine
things to create new things.
Maths
is the most loved and the most dreaded field of study that could ever be
encountered by the human race. It sparks strong emotions, negative for the
majority, divine for a few blessed souls who seem to see the invisible,
comprehend the incomprehensible and vizualise the alien characters as part of
their own make! I wasn’t one of them, ever as a mathematics student. What makes
a few of us the blessed ones was a question which I believed ought to make me a
billionaire, if answered! But that wasn’t supposed to be! When I discovered
this God’s gift called Mathematics, I was surprised to see the simplicity that
is needed to become a blessed one. While we are all trying to master technology
and beat up every new one now and then, this king of all sciences and
technologies, queen of languages rests, relaxes and chills, so do all the
blessed souls whose heavenly abode is the MathWorld. Yes, mathematics is
simple, plain and straight. The secrets to mastering it are clean and clear.
That’s the basic nature of mathematics. It is least confusing when handled from
the basic level on which the foundation rests. When that happens even confusions
and problems become fun, enticing and stimulating. That’s what happened to the
blessed souls like Rene de Cartes, Euclid, Archimedes and so many more like
them. The love for mathematics is pure and unconditional. It’s the truest form
of love, the most divine form of worship. Study of mathematics makes you
humane. It also helps you imbibe qualities of fairness, justice, truth,
responsibility, reliability, consistency and predictability. Its commercial
viability is endless.
So that explains my love for the
subject chosen by Gods. Plus I decided to become a maths teacher. So I had to
spend a good chunk of my waking hours trying to understand why we should study
each concept in the maths book and how to do it in the best possible manner. I
was never able to excel in maths with the teaching methodologies used by my
teachers. So I had to think differently for my students, who I expected would
be just like me.
Luckily for me, there seemed to be a
paradigm shift in viewing maths teaching when I became a teacher. Sine a few
years the focus of the classroom especially the maths classroom has been steadily
shifting from a teaching-centric approach to a learning-centric approach (Barr
& Tagg, 1995). This shift calls for a rethinking of the traditional
classroom, replacing the standard lecture with a blend of pedagogical
approaches that more regularly involve the student in the learning process.
Under a learning-centered approach, the teacher retains “control” of the
classroom, but thought is regularly given to:
(a) how well students will learn the
material presented, and
(b) the variety of pedagogically
sound methods that may be employed to help the students better understand the
core information to be learned.
There is now strong
empirical evidence that active involvement in the learning process is vitally
important in two areas:
(a) for the mastery of skills, such as
critical thinking and problem-solving and
(b) for contributing
to the student’s likelihood of persisting to program completion (Braxton,
Jones, Hirschy, & Hartkey, 2008; Prince, 2004).
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