Truthfully, I thought that we wouldn’t be doing any more
algebra after finishing those required Math subjects during the first year of
college. Most of us may have not-so-fond memories of algebra, mostly characterized
by red marks and those “study more” or “work harder” warnings. However, I am
proud to say that our “presentation” wasn’t like that…probably. Instead of
doing the boring way of teaching algebraic concepts the report, as instructed
was done in a creative and hopefully enjoyable way.
The ALGEBRA group planned to incorporate games, an informal
debate, a video presentation and more games in the span of two 1 ½ hour
meetings. The planning and preparation for these activities were, of course, a
pain in the a**… but I think it was worth it. Hopefully our hard work helped “enlighten”
our audience.
(Almost
forgot about that diary-like format thing)
February 5, 2014 – Game Day
The meeting started off with a
continuation of the polygon “invention” thing. To ensure that we had enough
time to prepare we reported out “invention” as soon as possible. After that most
of our members left to prepare their stations while two of us stayed behind to
give instructions to the participants (as if they don’t know how an amazing
race works). The amazing race included 6 stations manned by (1) Nykka Sara, (2)
Sharmaine Lacanaria, (3) Zam Zailon, (4) Karen Carigo, (5) Jaina Jabel, (6)
Marielle Cuanan; and a pit stop by yours truly. Specifics about the individual games
will be within my groupmates’ written reports (though I am sure that they were
all related to algebra). My part was supposed to be a mobile or hidden pit stop,
but due to an unexpected need to safeguard everyone’s belongings I just sat
inside the classroom… yup, my job was to sit and wait while everyone had fun
with their games. The group that arrived first was Computers followed by Number
Systems, Geometry then Statistics.
“We” then
proceeded to tally the scores of the participants as they left. The overall
score would comprised of 80% from the sum 6 game scores and 20% from the
placement score. I think it is extremely boring to narrate computations and
such so I’ll just provide a table:
Stations
|
Groups
|
|||
Statistics
|
Number Systems
|
Geometry
|
Computer
|
|
1
|
8
|
5
|
6
|
6
|
2
|
10
|
10
|
10
|
10
|
3
|
8
|
10
|
5
|
7
|
4
|
8
|
10
|
10
|
10
|
5
|
5
|
5
|
9
|
5
|
6
|
10
|
10
|
10
|
10
|
Total (Max: 55)
|
49
|
50
|
50
|
48
|
80%
|
71.27
|
72.73
|
72.73
|
69.82
|
Pit stop (Max: 20)
|
5
|
15
|
10
|
20
|
20%
|
5
|
15
|
10
|
20
|
TOTAL
|
76.27
|
87.73
|
82.73
|
89.82
|
RANKING
|
4
|
2
|
3
|
1
|
And again… Computers
won (announced the next day)
February 7, 2014 – Everything Else Day
The
first activity was the informal debate, which are usually boring, so we did
everything we could to “liven” it up… though that has its limits if your debate
is about algebra. The only thing we could do was make it more argumentative via
scripted impromptu-like interjections. The debate specifically focused on the
question: “Which mathematical perspective should be prioritized in secondary to
college level education: the operational or the conceptual approach?”.
February 14, 2014 (4am) – Deadline
The initial
votes were taken after a brief introduction, 8 for conceptual and 7 for
operational. It started with the placement of foundational knowledge and
enumeration of the main points for both sides by their respective PMs. Our side
emphasized simplicity, practicality and uniformity. I was the deputy for the
government side, responsible for the rebuttal against the opposing PM and the
defense for my PM. I mainly talked about how operational math has led to
advances in other fields such as physics, chemistry and engineering through the integration of
mathematical equations from separate fields. I especially enjoyed the “I
respectfully disagree” statement. The opposition countered with the belief that
math is inherently conceptual, general, transposable and independent of
equations or formulae. The audience seemed to relate to the topic, their
reactions and quiet discussion could easily be noticed, especially during the “heated argument”. In the end, we lost
with 1 against 13 votes.
After the debate was a ~10 min video presentation. The making of
which was very difficult due to conflicts in schedule and the overall
embarrassment of making a parody video. I characterized the video as a “dramatic”
comedy since it is a parody of a somewhat serious show but with the addition of
consumers’ mathematics and a little bit of our own biology-yness (as in the
course not the subject). I played the role of myself as the poor depressed… um…
participant? Zam was Kuya Kim, Nykka was Doris Bigornia, Karen was the bank
person and the scientist was Jaina.
The story starts with Doris’ introduction then meeting with
me, followed by Kuya Kims’ intervention. Kuya Kim helped me apply for a bank
loan for capital for a soap-making
business, also suggested by Kuya Kim. With the help of ascientist and random
specimens from the zoo lab, “Kalapati Whitening Soap” was made (parody of Dove).
Funny Testimonies and an advertisement were also shown (mainly cameos). The student
was eventually able to pay his loan and tuition. The film prioritized making
the concepts of income, interest and capital relatable to the viewers.
To finish the time, we had a pass the message variant using
equations. The equations were mainly factorization and simplification problems.
This time Geometry won with 3 points followed by Number Systems, Computers then
Statistics.
February 14, 2014 (4am) – Deadline
Thinking
back, it was actually enjoyable to do those high school-like activities. Though
it took a lot of effort it wasn’t as stressful as normal college work. I even
learned new things especially during the debate. I didn’t even know about the
battle between operational and conceptual perspectives, I just took it for
granted. Who would’ve thought that people actually fought about things like
this? But during the debate I realized that the argument really had a point…
until now I’m still having an internal debate on which is better. I also have a
better appreciation about the mathematics of banking. I tried researching to
get a more accurate depiction for the video, but I failed. It was difficult to
actually apply bank technicalities to basic scenarios. I barely understood it,
so applying it was out of the question.
To
Conclude… YES! TAPOS NA!
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