READINGS:
Situated Learning and Education:
The main focus of this article is situated learning: This
was defined as “Situated learning emphasizes the idea that much of what is
learned is specific to the situation in which it is learned.” Basically this
assumption was that something learned in one circumstance does not apply to
another circumstance. In this article they give various claims to support this
statement; most of which I agree with completely.
The first claim in this article was that “Action is grounded
in the concrete situation in which it occurs.”:
An example of this was that homemakers who did very well at making
best-buy calculations did much worse on arithmetically equivalent school-like
paper-and-pencil mathematics problems. This experiment shows the discrepancies
that appear between “real life math” and “school math.” In the article, this
theory was illustrated again in how students who memorize a “base ten” system
cannot simply transfer this knowledge to another “base x” system of counting. It
is my belief that there first there needs to be a technique taught of how to
transfer the “base ten system” to “base x” system. My question to the reader is
this: Why are we not teaching a “bridge” from “base algebra and statistics” to
“Real life budgeting, investing, and personal financing”?
The second claim made in this article was that, “Knowledge
does not transfer between tasks.” At first, I disagreed with this claim as I
have experienced knowledge that DOES transfer between tasks first hand. This is
most prominent with my experience with snowboarding, long boarding, wake
boarding, surfing, rip-sticking, and any other type of boarding out there! I
started off snowboarding and that knowledge made it EXTREMELY easy to pick up
the necessary skills to excel at the other sports. Even though the skills
required weren’t identical, the previous snowboarding knowledge bridged over
and made the other sports much easier to perform. At the conclusion of this
section the authors wrote that “Depending upon the experimental situation and
the relation of the material originally learned to the transfer material there
can be either large amounts of transfer, modest amounts of transfer, no
transfer at all, or even negative transfer. I completely agree with this
statement and was very happy that they didn’t stick with the headline of
“Knowledge does not transfer between tasks.”
The other two claims were that “Training by the abstract is
of little use” and “Instruction needs to be done in complex social environments.”
I feel like I went into extenuating detail on the other two points so I’ll be
rather brief on these two: I agree! There needs to be specific examples taught
alongside abstract ideas, and instruction doesn’t need to be done strictly in a
classroom on a blackboard. I believe that the best type of learning is done in
hands-on settings with social interaction. This is how tradition, language, and
social behavior is learned and I believe most classroom activities should be
accompanied in being taught the same way!
Teaching for
conceptual change:
Different types of change:
1.
Over hall/Complete change: Ex: The old has gone,
the new has come
2.
Swap: Ex: A change in position, title, or
occupation
3.
An Increase or decrease in something: Ex:
“Addition/Subtracting”
One of the key factors in the article that was pointed out
is that the student needs to decide that he/she wants to change his/her
viewpoint or understanding. Without the self-acceptance for a need to change a
thought process, there will be no true change occurring. Simple repetition of
information that the teacher wants to hear is not true learning at all!
After reading through the rest of this article I found this
resource online: http://www.mindresearch.net/about/
It’s called the MIND research institute and is all about
changing the way teachers approach teaching math concepts to kids. Instead of
trying to change the students view, this program is attempting to help teachers
change the way they teach! Making math concepts fun and engaging for students
through interactive math games seems like an excellent way to get students
excited about learning! What do my readers think? As an aspiring future math
teacher I would love to use this resource!
How people learn:
This week of class, we were instructed to read over chapter
4-6 in How People Learn. These
three chapters showed a lot of the psychology and science that has
been done to determine how students and young children learn. This material was
extremely fascinating to me and I loved reading through all of the experiments
that have been done throughout the years. My favorite chapter, chapter 4,
discussed a lot of the experiments that were done on younger children that
determined how their thought process developed at a very young age (6-13
months).
Through the videos I have watched, my own person readings,
and my own personal experiences, I have come up with the following question in
regards to a summary of week 2: What is the best method of teaching? Science
experiments, testing, and classroom theory all have different results with
different methods working in different situations. Therefore, how can we as
teachers decide which method to pick? My answer is that this is actually one of
the main jobs of the teacher: deciding what method of instruction is right for
an individual student for that particular subject at that particular time is
one of the necessary skills required to be an outstanding teacher! The BEST
teacher is the teacher who continues to improve on their own lessons, not being
complacent in their ways.
Extra materials:
Five layered question: http://www.ted.com/talks/dan_meyer_math_curriculum_makeover
I absolutely loved this video about teaching math with
patient problem solving. Everyday practical math is something that comes
natural to me so I often don’t think about having to explain it to someone
else. Dan Meyer nails the tail on the Donkey during this video when he quoted
Einstein. The problem is definitely more important than the solution! I dread
working with the textbooks that are out there today as most of the problems are
cookie-cutter jargon that has little to no learning capacity other than formula
memorization!
I also thought something was interesting when he
demonstrated the snowboarding/steepness question. For some reason it struck a
chord very similar to the 5E lesson plans, but within a single question
instead.
His five steps were
1.
Visual (Engagement)
2.
Question (Exploration)
3.
Structure (Explanation)
4.
Steps (Elaboration)
5.
Resolution (Evaluation)
The steps don’t match up exactly, but I thought it was
interesting how eerily similar these two processes were.
Excel sheet over different types of learning and environments:
Conceptual Change
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Situated Learning
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Social Constructivist
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Models & Modeling
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Learner-Centered Environment
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Knowledge-Centered Environment
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Assessment-Centered Environment
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Community-Centered Environment
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