Expository Writing #1:
How Far a
Goose Flies
This
is, in my opinion, my best college application essay.
I have not found a way to make this essay fit the usual 500 words.
Nonetheless, I think this essay shows that I am an inquisitive person.
I first became aware of the “Goose Problem” from my MIT
interviewer. The interviewer, who
is a retired electrical engineer, characterized the problem as what an MIT
education is all about. I ended
up sending this essay to all my colleges.
Sometimes, we get so caught up with why we
solve a problem that we miss the simple joy of solving problems.
Often, the most interesting problems are ones that could have no
apparent practical application. A
while ago, I encountered such a problem that has intrigued me ever since: how
far can a goose fly on an hour’s feeding?
At
first, it is not apparent why we should trouble ourselves with this problem.
In my opinion, asking why would be missing the point.
Math and science are filled with examples of advances made as a result
of work on a problem that seemed to have no use but turned out to have
previously unimagined applications. Consider,
for example, the Königsberg bridge problem: is it possible to traverse the
seven bridges of Königsberg without visiting a bridge twice?
In order to solve that useless bit of trivia, Euler invented a very
useful branch of mathematics, graph theory.
If instead he had asked himself, “Who cares?” graph theory may not
have appeared for another century.
Once
we get over asking, “Who cares?” we see how complex and interesting our
goose problem gets. Some factors
of this problem are readily apparent. First,
how much food must the goose eat? Of
course, the goose must eat enough so that he can travel a reasonable length of
time. But feed him too much, and
he will be so weighed down with food that he will be unable to fly. After considering the amount of food, we must ask what food
the goose should eat. Ideally, he
should eat some light but high-calorie food.
We must also look at how the goose’s metabolism will function as a
result of the different kinds of food. Most
likely, the goose should eat carbohydrates, or we might consider synthesizing
the ideal light but high-calorie food.
More
questions remain, though. Should
the goose feed continuously for the whole hour?
Or should he feed for 15 minutes and digest the food for 45 minutes
before flying? It makes sense
that the food intake should be distributed evenly to reduce the strain on his
organs, but giving him a period of rest before exercising might be advisable
as well. Furthermore, should the
food be given in chunks, powder, or a liquid form?
We could even feed him intravenously.
Some
who interpret the word “feed” generously might even tempt the goose with a
cocktail of stimulants to expedite the goose’s neural processes and maximize
his performance. Even just simple
caffeine might keep him wide-eyed during the long flight.
We could even get him to swallow a ground-controlled electronic device
that would transmit impulses to his brain, thus guiding his flight.
We
do encounter some obstacles when we try to test out our hypotheses.
First of all, what incentive is there for the goose to fly until he
drops dead of exhaustion (yes, we do hope for experimental reasons that the
goose will try as hard as it can.)? Moreover,
we cannot control two very important factors: the goose’s determination and
motivation. It would be ludicrous
to try to use the same goose for all our experiments to account for these
lurking variables.
After
so much consideration, was this all just mental gymnastics? No, people like Lance Armstrong would certainly be interested
in the answer. Moreover, this
problem is a metaphor for the problem in efficiency in a variety of cases, and
we could easily extend it to the amount of fuel on a jetliner. Surely, in this experiment, there is much result to be
devoured and digested with every goose.
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